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    <pubDate>Wed, 22 Jul 2026 10:57:20 +0300</pubDate>
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    <title>3G 4G интернет</title>
    <description>&lt;p&gt;&lt;/p&gt;&#13;
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&lt;p&gt;Нам доверяют подряд сотовые операторы и крупные компании-интеграторы.&lt;/p&gt;&#13;
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&lt;p&gt;Все оборудование имеет заводскую гарантию. Мы дорожим репутацией, поэтому при необходимости осуществляем "горячую" замену.&lt;/p&gt;&#13;
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&lt;p&gt;Самый широкий выбор оборудования на рынке Беларуси. В наличии то, что Вам нужно.&lt;/p&gt;&#13;
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&lt;p&gt;Технические эксперты в отделе продаж с опытом в более чем 3000 кейсов найдут решение любой задачи.&lt;/p&gt;&#13;
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&lt;p&gt;Никаких "сезонных" специалистов. Только штатный квалифицированные инженеры и монтажники.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&#13;
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&lt;h2 style="text-align: center;"&gt;&lt;span class="txt-green" style="font-size: 14pt;"&gt;Выполняем профессиональный подбор и монтаж оборудования для интернета 3G 4G в коттеджах, домах, офисах и любых коммерческих помещениях. Монтаж выполняется штатными специалистами с опытом работы более 5 лет, а широкий ассортимент оборудования позволит решить любую задачу.&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/foto_from_object/интернет за городом.jpg" width="1024" height="429" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;" class="h2"&gt;Как усилить интернет на даче&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Получить высокоскоростной интернет в любой точке Беларуси, на даче, в коттедже теперь не проблема. Так же не важно покрытие сотовых операторов (&lt;a href="https://kroks.by/3g-4g-internet/internet-dlya-dachi-i-kottedzha/" target="_blank" rel="noopener"&gt;А1&lt;/a&gt;, &lt;a href="https://kroks.by/3g-4g-internet/kachestvennyy-internet-dlya-zagorodnogo-doma-ot-mts/" target="_blank" rel="noopener"&gt;МТС&lt;/a&gt;, &lt;a href="https://kroks.by/3g-4g-internet/mobilnyy-internet-ot-life/" target="_blank" rel="noopener"&gt;Life&lt;/a&gt;). В наличии более 30 вариантов &lt;span style="text-decoration: underline; color: #3598db;"&gt;&lt;a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener" style="color: #3598db; text-decoration: underline;"&gt;комплектов усиливающего оборудования&lt;/a&gt;&lt;/span&gt; с помощью которых можно получить результат до 100 Мбит/с в 4G и до 40 Мбит/c в 3G сетях.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="https://kroks.by/usilenie-signala-gsm/" target="_blank" rel="noopener"&gt;Усиление сотовой связи&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Этапы работы:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;hr /&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;1. Консультация у техэкспертов, предварительный выбор оборудования;&lt;br /&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;Технические специалисты уже успешно подобрали более 5000 комплектов. Этот опыт мы систематизируем и учитываем при помощи в выборе оборудования и материалов под ваш бюджет в любой точке Беларуси. Берем во внимание при подборе комплектов Ваше расположение, рельеф и перспективы развития сети в регионе. Учитываем такие особенности дома или дачи, как высота строения, площадь, материал стен для организации качественного покрытия Wi-Fi. Никаких универсальных комплектов! Далее выбираем тарифный план сотовых операторов &lt;span style="color: #3598db;"&gt;&lt;span style="text-decoration: underline;"&gt;&lt;a href="https://kroks.by/3g-4g-internet/internet-dlya-dachi-i-kottedzha/" style="color: #3598db; text-decoration: underline;" target="_blank" rel="noopener"&gt;А1&lt;/a&gt;&lt;/span&gt;, &lt;span style="text-decoration: underline;"&gt;МТС&lt;/span&gt;, &lt;span style="text-decoration: underline;"&gt;Life&lt;/span&gt;&lt;/span&gt; &lt;a href="https://kroks.by/3g-4g-internet/internet-ot-anlim-bel-za-i-protiv/" target="_blank" rel="noopener"&gt;Анлим.бел&lt;/a&gt; для получения максимальной скорости или объема трафика&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;. &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;hr /&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;2. Выезд на объект и проведение радиообследования;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Радиообследование производят штатные специалисты с опытом работы более 5 лет. Работы выполняются по предварительному согласованию в удобное Вам время. На объекте производим замеры уровней сигнала со всех ближайших базовых станций и тестирование скорости у всех сотовых операторов. Определяем оптимальное место установки антенны снаружи и роутера внутри помещения. Выбираем оптимальный комплект оборудования для интернета на даче исходя соотношения бюджет-результат.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;hr /&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;3.Монтаж и настройка оборудования;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Только после согласования всех деталей производится монтаж оборудования исходя из Ваших пожеланий. Качественный монтаж позволяет увеличить срок службы, а правильная настройки исключить сбои в работе интернета.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;hr /&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;span style="font-size: 18pt;"&gt;&lt;strong&gt;Примеры наших работ.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
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&lt;td style="width: 33.3333%;"&gt;&lt;img src="/images/foto_from_object/fcd9a216-1588-4f48-926e-13285d1f7a93.jpg" width="280" height="280" alt="" /&gt;&lt;/td&gt;&#13;
&lt;td style="width: 33.3333%;"&gt;&lt;img src="/images/foto_from_object/900f6775-2ec2-4d48-88cd-2d126b2ec5ae.jpg" width="280" height="280" alt="" /&gt;&lt;/td&gt;&#13;
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&lt;td style="width: 33.3333%;"&gt;&lt;img src="/images/foto_from_object/IMG_20190301_130743.jpg" width="280" height="280" alt="" /&gt;&lt;/td&gt;&#13;
&lt;td style="width: 33.3333%;"&gt;&lt;img src="/images/foto_from_object/cf5404aa-ed00-4ecf-8f94-8ddc2d887279.jpg" width="280" height="280" alt="" /&gt;&lt;/td&gt;&#13;
&lt;td style="width: 33.3333%;"&gt;&lt;img src="/images/foto_from_object/IMG_20190305_132158.jpg" width="280" height="280" alt="" /&gt;&lt;/td&gt;&#13;
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&lt;p style="padding-left: 40px; text-align: left;"&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;strong&gt;Как официальные представители завода-производители несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="padding-left: 40px; text-align: center;"&gt;&lt;span style="font-size: 14pt;"&gt;Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета на даче в рассрочку до 3х месяцев.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 14pt;"&gt;С &lt;strong&gt;отзывами о нас&lt;/strong&gt; можно ознакомится на сайтах &lt;span style="text-decoration: underline;"&gt;&lt;span style="background-color: #ffffff; color: #3598db;"&gt;&lt;a href="https://kroks.by/google" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;"&gt;Google&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;и&lt;span style="text-decoration: underline;"&gt;&lt;span style="background-color: #ffffff; color: #3598db;"&gt;&lt;a href="https://kroks.by/yandex" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;"&gt;Яндекс&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;.&lt;/span&gt;&lt;/p&gt;</description>
    <link>https://kroks.by/3g-4g-internet/</link>
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      <pubDate>Wed, 22 Mar 2023 16:39:23 +0300</pubDate>
      <title>Выбор модема с функцией принудительной фиксации частотного диапазона 3G 4G сигнала?</title>
      <description/>
      <yandex:full-text>&lt;p&gt;Модемы, работающие в стандарте 3G 4G, поддерживают широкий диапазон частот, и часто автоматически переключаются между ними. Но почему же так важно иметь возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G в модеме?&lt;/p&gt;&#13;
&lt;p&gt;Стабильность соединения&lt;/p&gt;&#13;
&lt;p&gt;Если ваш модем автоматически переключается между различными частотными диапазонами, это может привести к тому, что он будет выбирать наилучший сигнал в данный момент, но при этом может возникнуть риск потери стабильности связи при переключении. Некоторые пользователи, например, заметили, что в зонах с плохим приемом сигнала, модем может часто переключаться между 3G, 4G и даже 2G, что приводит к снижению скорости и даже потере связи. Если же в модеме имеется возможность фиксировать определенный частотный диапазон, то он будет всегда работать на нем, обеспечивая стабильный сигнал и скорость.&lt;/p&gt;&#13;
&lt;p&gt;Почему модем переключается&lt;/p&gt;&#13;
&lt;p&gt;Любой модем, хоть в роутере хоть в телефоне, всегда "видит" несколько базовых станций (БС) и старается подключиться к той, у которой лучше сигнал. Во-первых &lt;/p&gt;&#13;
&lt;p&gt;Но часто лучший сигнал не значит лучшая скорость, т.к. пропускная способность базовой станции - это величина конечная и если на БС много абонентов, то каждому достается скорость меньше.&lt;/p&gt;&#13;
&lt;p&gt;Качество связи&lt;/p&gt;&#13;
&lt;p&gt;Если вы живете в местности с низким уровнем сигнала, то имеет значение не только стабильность соединения, но и его качество. Если модем автоматически переключается на частотный диапазон, на котором сигнал не стабилен, то это может привести к низкой скорости передачи данных или даже к потере связи. Если же вы имеете возможность фиксировать частотный диапазон, то вы можете выбрать тот, на котором сигнал наилучший, что гарантирует более высокое качество связи.&lt;/p&gt;&#13;
&lt;p&gt;Как выбрать подходящий частотный диапазон?&lt;/p&gt;&#13;
&lt;p&gt;Выбор подходящего частотного диапазона зависит от местности, в которой вы находитесь. Например, если вы находитесь в городе, то лучше выбрать частотный диапазон, на котором сигнал более стабилен и скорость передачи данных выше. Если же вы находитесь в районе с низким уровнем сигнала, то лучше выбрать частотный диапазон, на котором сигнал более сильный.&lt;/p&gt;&#13;
&lt;p&gt;Заключение&lt;/p&gt;&#13;
&lt;p&gt;В итоге, можно сказать, что иметь возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G в модеме является важным фактором для обеспечения стабильности и качества связи, а также снижения потребления заряда батареи устройства. Необходимо выбирать подходящий частотный диапазон в зависимости от местности, в которой вы находитесь, и использовать эту функцию для улучшения качества связи.&lt;/p&gt;&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&lt;p&gt;Почему для модема важно иметь возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G?&lt;/p&gt;&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&lt;p&gt;Возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G важна, поскольку она гарантирует, что модем способен поддерживать стабильное и прочное соединение с сетью. Без этой возможности модем может постоянно переключаться между различными частотными диапазонами, что приводит к прерыванию соединения и, возможно, к снижению скорости передачи данных. Фиксируя частотный диапазон, модем может оставаться подключенным к самому сильному и стабильному сигналу, что приводит к улучшению общего пользовательского опыта.&lt;/p&gt;&#13;
&lt;p&gt;В целом, возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G очень важна для обеспечения надежного и стабильного сетевого соединения. &lt;img src="/images/диапазоны.png" width="941" height="362" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/p&gt;</yandex:full-text>
      <guid>https://kroks.by/3g-4g-internet/fiksacziya-chastotnyx-diapazonov-v-modeme/</guid>
      <link>https://kroks.by/3g-4g-internet/fiksacziya-chastotnyx-diapazonov-v-modeme/</link>
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<h1>Выбор модема с функцией принудительной фиксации частотного диапазона 3G 4G сигнала?</h1>
</header>
<h2>Выбор модема с функцией принудительной фиксации частотного диапазона 3G 4G сигнала?</h2>
<p>Модемы, работающие в стандарте 3G 4G, поддерживают широкий диапазон частот, и часто автоматически переключаются между ними. Но почему же так важно иметь возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G в модеме?</p>
<p>Стабильность соединения</p>
<p>Если ваш модем автоматически переключается между различными частотными диапазонами, это может привести к тому, что он будет выбирать наилучший сигнал в данный момент, но при этом может возникнуть риск потери стабильности связи при переключении. Некоторые пользователи, например, заметили, что в зонах с плохим приемом сигнала, модем может часто переключаться между 3G, 4G и даже 2G, что приводит к снижению скорости и даже потере связи. Если же в модеме имеется возможность фиксировать определенный частотный диапазон, то он будет всегда работать на нем, обеспечивая стабильный сигнал и скорость.</p>
<p>Почему модем переключается</p>
<p>Любой модем, хоть в роутере хоть в телефоне, всегда "видит" несколько базовых станций (БС) и старается подключиться к той, у которой лучше сигнал. Во-первых&nbsp;</p>
<p>Но часто лучший сигнал не значит лучшая скорость, т.к. пропускная способность базовой станции - это величина конечная и если на БС много абонентов, то каждому достается скорость меньше.</p>
<p>Качество связи</p>
<p>Если вы живете в местности с низким уровнем сигнала, то имеет значение не только стабильность соединения, но и его качество. Если модем автоматически переключается на частотный диапазон, на котором сигнал не стабилен, то это может привести к низкой скорости передачи данных или даже к потере связи. Если же вы имеете возможность фиксировать частотный диапазон, то вы можете выбрать тот, на котором сигнал наилучший, что гарантирует более высокое качество связи.</p>
<p>Как выбрать подходящий частотный диапазон?</p>
<p>Выбор подходящего частотного диапазона зависит от местности, в которой вы находитесь. Например, если вы находитесь в городе, то лучше выбрать частотный диапазон, на котором сигнал более стабилен и скорость передачи данных выше. Если же вы находитесь в районе с низким уровнем сигнала, то лучше выбрать частотный диапазон, на котором сигнал более сильный.</p>
<p>Заключение</p>
<p>В итоге, можно сказать, что иметь возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G в модеме является важным фактором для обеспечения стабильности и качества связи, а также снижения потребления заряда батареи устройства. Необходимо выбирать подходящий частотный диапазон в зависимости от местности, в которой вы находитесь, и использовать эту функцию для улучшения качества связи.</p>
<p>&nbsp;</p>
<p>Почему для модема важно иметь возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G?</p>
<p>&nbsp;</p>
<p>Возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G важна, поскольку она гарантирует, что модем способен поддерживать стабильное и прочное соединение с сетью. Без этой возможности модем может постоянно переключаться между различными частотными диапазонами, что приводит к прерыванию соединения и, возможно, к снижению скорости передачи данных. Фиксируя частотный диапазон, модем может оставаться подключенным к самому сильному и стабильному сигналу, что приводит к улучшению общего пользовательского опыта.</p>
<p>В целом, возможность принудительно фиксировать частотный диапазон принимаемого сигнала 3G 4G очень важна для обеспечения надежного и стабильного сетевого соединения. <img src="/images/диапазоны.png" width="941" height="362" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></p>
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      <pubDate>Wed, 18 May 2022 11:37:32 +0300</pubDate>
      <title>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером KROKS.</title>
      <description/>
      <yandex:full-text>&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;" class="txt-green"&gt;Если у вас устройство с другой прошивкой и вы не узнаете веб интерфейс, то инструкции можно изучить по &lt;a href="https://kroks.by/useful-articles/instrukczii/manual-antenna-with-kroks-router/" target="_blank" rel="noopener"&gt;ссылке&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если вы уже являетесь нашим клиентом и обратились к этой статье за помощью по настройке нашего комплекта усиления интернета 3G 4G LTE для дачи, загородного дома или в деревню, то спускайтесь ниже непосредственно к инструкции.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Особенностью &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;4G роутеров KROKS&lt;/a&gt; является возможность подключения внешних &lt;a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener"&gt;4G 3G антенн&lt;/a&gt;. Кроме того расширенная панель наведения антенны позволяет максимально точно настроить роутере и выставить антенну, выбрать ту частоту подключения 3G или 4G, которая даст максимальный результат. Контроль агрегации в 4G роутерах cat.6 и выше даст возможность суммирования максимально разгруженных частот, что тоже положительно влияет на результат.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;А встроенный анализатор WiFi сетей позволит использовать самый не загруженный канал, чтобы не потерять в полученной скорости.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Так как роутер 4G с сим картой это исключает любые потери на согласовании внутренних элементов и выгодно отличает от USB-модемов, таких как например Huawei e3372. Наши замеры на сотнях объектах это подтверждают.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span&gt;

&lt;div class="fags" style="margin: 20px 0;" itemscope="itemscope" itemtype="https://schema.org/FAQPage"&gt;
  &lt;h2&gt;Часто задаваемые вопросы&lt;/h2&gt;
  &lt;div class="panel-group" id="accordion"&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2243"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2243" class="accordion-toggle"&gt;▶ Не работает агрегация частот 4G роутера KROKS?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2243" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Этот режим помимо 4G роутера cat.6 должна поддерживать и базовая станция. Уточните у своего сотового оператора. Либо агрегация поддерживается не на той частоте, которую выбрал 4G роутер в автоматическом режиме. Необходима ручная настройка. Пример показан ниже в инструкции.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
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    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
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          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2245" class="accordion-toggle"&gt;▶ Нужно сделать удаленное управление 4G роутера KROKS?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2245" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Удаленно управление 4G роутером возможно либо через статический IP адрес либо с помощью смс-сообщений. Данные настройки подробно расписаны в расширенной документации в конце инструкции.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
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    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2242"&gt;
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          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2242" class="accordion-toggle"&gt;▶ Пользуюсь 4G роутером KROKS давно, но только сейчас резко упала скорость?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2242" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Скорее все проблема в загруженности базовой станции или сотовый оператор изменил частоты. Это часто влияет на результат работы. Проделайте настройки по смена частот модема 4G роутера - это обязательно поможет.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2244"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2244" class="accordion-toggle"&gt;▶ У меня видеонаблюдение, нужно сделать проброс портов на 4G роутере КРОКС?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2244" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Данные настройки выходят за рамки данной инструкции. Со всеми расширенный настройками можно ознакомится в документации в конце данной инструкции.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
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      &lt;div class="panel-heading" role="tab" id="heading2246"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2246" class="accordion-toggle"&gt;▶ У меня сомнения, что можно настроить все самому?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2246" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Наш дорогой клиент! По данной инструкции смогли настроить оборудование самостоятельно более 3000 клиентов. Разных возрастных групп, разных способностей. Нужно лишь выделить достаточно времени на изучение и настройку. В любом случае и на любом этапе можно обратиться к нашим специалистам и высококвалифицированные инженеры произведут монтаж и настройку оборудования. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2241"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2241" class="accordion-toggle"&gt;▶ Я вставил сим карту в 4G роутер KROKS, а интернет не работает?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2241" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если вы вставили сим-карту в роутер 4G, а индикатор интернета (в виде глобуса) на корпусе 4G роутера не загорелся. Причины две. Первая - вы не правильно вставили сим-карту), поверьте многие ошибаются. Вторая - возможно на сим-карте установлен пин код, его необходимо снять.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
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  &lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2&gt;&lt;span class="h2"&gt;Настройка усилителя интернета 3G 4G LTE для дачи, загородного дома&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Настройка заключается в правильной установке &lt;a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/" target="_blank" rel="noopener"&gt;внешней антенны&lt;/a&gt; в направлении базовой станции (БС) оператора, фиксации в этом направлении и соединении антенны с &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;роутером 4G&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Это выполняется в несколько этапов.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;

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  &lt;h2&gt;Схематичное изображение антенны 3G 4G &lt;/h2&gt;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Высота установки влияет на конечный результат: чем выше, тем лучше. Это важный момент и им не стоит пренебрегать. Наш опыт показывает, что иногда при монтаже антенны 3G 4G разница в высоте всего лишь в 1! метра дает прирост скорости в 2! раза. Проверьте не ваш ли это случай.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если известны примерные направления на базовые станции (БС) сотового оператора, то необходимо проверить сигнал сначала с этих направлений.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для этого антенна подключается к роутеру 4G Kroks с сим-картой.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если антенна имеет 1 выход, то ее необходимо подключать в разъем 3G/4G antenna (см. рис ниже). Если антенна MIMO, т.е. имеет 2 выхода, то кабели подключаются в разъемы 3G/4G antenna и 4G antenna, какой куда не имеет значения.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;

&lt;div style="margin: 20px 0;"&gt;
  &lt;h2&gt;Схематичное изображение роутера 4G &lt;/h2&gt;
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&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Сим-карта вставляется до включения роутера. Обратите внимание на правильность установки сим-карты в слот.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/sim kroks.jpg" width="534" height="447" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После загрузки роутера 4G (около 1-2 мин.) необходимо подключиться к сети wifi, по умолчанию название сети и пароль (как правило 12345678) указаны на коробке (!) роутера.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Необходимо открыть браузер (Explorer, Chrome, Opera, Firefox) и в адресной строке ввести: &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;192.168.1.1 и нажать кнопку "Войти"&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_1-min.jpg" width="520" height="504" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Авторизуйтесь в web-интерфейсе 4G роутера. По умолчанию логин root и без пароля. Рекомендуем сразу поставить пароль на вход в административную панель в целях безопасности, особенно это актуально тем, кто планирует использовать статический адрес. Не пренебрегайте этим пунктом&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для перехода в панель настройки пароля роутера 4G необходимо нажать вкладку "Система" - "Безопасность". В открывшемся окне нажать кнопку "Редактировать" профиль пользователя.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_2-min.jpg" width="1200" height="615" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Далее необходимо следовать указаниям на картинке. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_3-min.jpg" width="1200" height="589" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 14pt;" class="h2 h3"&gt;Настройка антенны с помощью 4G роутера по сигналу:&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Войдите в меню «МОДЕМ» и выберите вкладку «Обзор». Откройте вкладку «Информация» и промотайте ниже до раздела с сигналом. В нашем примере модем соединен с сетью стандарта LTE (4G).&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_5-min.jpg" width="1200" height="589" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для удобного наведения антенны c помощью 4G роутера можно перейти во вкладку &lt;/span&gt;&lt;span style="font-size: 1rem;"&gt;&lt;span style="font-size: 12pt;"&gt;МОДЕМ&lt;/span&gt; -&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt; Наведение антенны.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Экран 4G роутера переключится на отображение подробной информации о сигнале и его отображение будет практически без задержек, что позволит максимально точно и быстро произвести настройку антенны на нужную базовую станцию.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;u&gt;&lt;img src="/images/Screenshot_6-min.jpg" width="1200" height="610" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;u&gt;&lt;img src="/images/modem point 2.webp" width="1200" height="796" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;u&gt;&lt;/u&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="color: #e67e23;"&gt;&lt;strong&gt;&lt;u&gt;Примечание&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt; – Модем 4G роутера является мульти стандартным устройством, работающим в широком диапазоне частот. При отсутствии покрытия сети 4G, модем автоматически переходит на работу в сети 3G или 2G. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;В таблице отображается:&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSSI &lt;/strong&gt;- показатель уровня сигнала принимаемого приемником модема. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Более высокая мощность принимаемого сигнала, соответствует меньшему отрицатель-ному значению.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt; &lt;strong&gt;RSRQ - &lt;/strong&gt;качество принятых пилотных сигналов.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSRP &lt;/strong&gt;– средний уровень сигнала принимаемого с базовой станции оператора. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Чем значение ближе к нулю, тем выше уровень принимаемого сигнала. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;SINR (SNR) &lt;/strong&gt;- отношение уровня полезного сигнала к уровню шума (соотношение сигнал/шум). Измеряется в дБ (dB). Чем выше данное значение, тем лучше качество сиг-нала. При значениях SINR менее 0 скорость подключения будет очень низкой, т.к. это означает, что в принимаемом сигнале шума больше, чем полезной части. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="color: #e67e23;"&gt;&lt;strong&gt;&lt;u&gt;Примечание&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt; – Для стандарта связи CDMA 1х и UMTS(3G) соотношение сигнал/шум будет обозначено как &lt;strong&gt;Ec/Io&lt;/strong&gt;. Для стандарта связи EV-DO соотношение сигнал/шум будет обозначаться как &lt;strong&gt;lo&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;ul style="text-align: justify;"&gt;&lt;/ul&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для настройки &lt;strong&gt;4G интернета&lt;/strong&gt; используем параметры &lt;strong&gt;RSSI&lt;/strong&gt; и &lt;strong&gt;SINR.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для настройки &lt;strong&gt;3G интернета&lt;/strong&gt; используем параметры &lt;strong&gt;RSSI &lt;/strong&gt;и &lt;strong&gt;Ec/lo.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Медленно поворачивая антенну, необходимо найти лучшие значения RSSI и Ec/lo, т.к. это отрицательные величины, то чем значение ближе к 0, тем лучше (т.е. -65 лучше, чем -75). Величина SINR (для 4g) должна быть положительной.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h3 style="text-align: center;"&gt;&lt;span class="txt-blue" style="font-size: 12pt;"&gt;&lt;em&gt;Например, значение сигнала RSSI равное -65 dBm, намного лучше, чем значение -98 dBm&lt;br /&gt;Ec/lo нужно стараться получить в диапазоне от -2 до -9&lt;br /&gt;SINR желательно добиться от 10 и выше &lt;/em&gt;&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Направления, с которых был получен лучший результат так же необходимо проверить &lt;a href="/sp/" target="_blank" rel="noopener"&gt;сервисом замера скорости интернета&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/спидтест_скрин.png" width="773" height="348" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Запоминаем (а лучше записываем) значения после окончания теста и переходим к следующей базовой станции.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;В направлении где был получен лучший результат необходимо смонтировать кронштейн для антенны.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;На скорость интернета влияет не только уровень сигнала, но и загруженность базовой станции.&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span class="txt-green" style="font-size: 12pt;"&gt;Ниже приведены таблицы, по которым можно ориентировать на примерные значения скорости интернета в зависимости от полученного сигнала. Если у вас скорость интернета меньше прогнозируемой из таблицы, то базовая станция загружена и нужно пробовать ловить сигнал с другой базовой станции или тестировать сим-карту другого оператора.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Прогнозируемая скорость 3G в зависимости от качества сигнала:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSSI (уровень сигнала)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Ec/Lo (соотношение сигнал/шум)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Качество мобильного интернета и примерная скорость&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -30 до -50&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 0 и до -4&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Отличные показатели, скорость 20-40 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -50 до -70&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -5 до -7&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Хорошие показатели, скорость 15-20 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -70 до -85&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -7 до -10&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Удовлетворительные показатели, скорость 5-15 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -85 до -110&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -10 и меньше&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Плохие показатели, скорость ниже 5 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Прогнозируемая скорость 4G в зависимости от качества сигнала&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSSI (уровень сигнала)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;SINR (соотношение сигнал/шум)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Качество мобильного интернета и примерная скорость&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -30 до -50&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 30 и выше&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Отличные показатели, скорость 70-100 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -50 до -70&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 20 до 30&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Хорошие показатели, скорость 30-70 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -70 до -85&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 10 до 20&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Удовлетворительные показатели, скорость 10-30 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -85 до -110&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 10 и меньше&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Плохие показатели, скорость ниже 10 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;&lt;/h3&gt;&#13;
&lt;h3&gt;Проверка разных диапазонов и операторов&lt;/h3&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для полноты картины необходимо проверить различные частоты 3G и 4G и разных операторов. В силу особенностей работы мобильного интернета и так как по умолчанию модем 4G роутера работает в автоматическом режиме вы можете увидеть не лучший результат.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;По умолчанию модем работает в режиме "Авто", в этом режиме модем ловит по приоритету технологии и уровня сигнала. Если есть сигнал 4G, то модем цепляется к нему, если нет - то к 3G.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Может быть ситуация, при которой в 4G интернете результат хуже чем, по 3G. В этом случае целесообразно проверить результат, переведя модем принудительно в режим 3G. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;По 3G могут быть частоты и 900 МГц и 2100 МГц. По 900 МГц как правило лучше сигнал (т.к. чем ниже частота, тем меньше затухание в пространстве), но на этой частоте меньше максимальная скорость и вероятность того что этот диапазон будет загружен - больше. Поэтому в большинстве случаев, если есть обе частоты, то лучше результат получается по 2100 МГц. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Все настройки по переключению частот производим в меню "МОДЕМ" закладке "Настройки". Выключаем режим работы 4G и выбираем нужные нам частоты.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;В 3G UTRAN-1 - 2100 МГц, UTRAN-8 - 900 МГц. Далее нажимаем "Сохранить" и модем подключиться к выбранной нами частоте.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span class="h3" style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_7-min.jpg" width="1200" height="592" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;

&lt;div style="margin: 20px 0;"&gt;
  &lt;h2&gt;Настройка агрегации частот в 4G роутерах KROKS&lt;/h2&gt;
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&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Данная информация полезна только для клиентов &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/?price_from=0&amp;price_to=1055&amp;property_108%5B%5D=7083&amp;filter=1&amp;sorting=" target="_blank" rel="noopener"&gt;4G роутеров cat.6&lt;/a&gt; c поддержкой функции &lt;a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener"&gt;агрегации частот&lt;/a&gt;. Данная функция 4G роутера при условии поддержки технологии базовой станцией позволяют увеличить скорость от сотового оператора до 300 Мбит/c. Убедится что функция работает либо нет можно в меню "СИСТЕМА" в закладке "Обзор". В ней отображается частота на которой работает 4G роутер и поддерживается ли на ней агрегация. В случае отсутствия агрегации поменяйте частоту в меню "МОДЕМ" закладке "Настройка"&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h3 style="text-align: justify;"&gt;&lt;span class="h3" style="font-size: 12pt;"&gt;Точная настройка антенны.&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После определения лучшего направления и установки кронштейна, необходимо установить антенну на кронштейн в выбранном направлении. Фиксирующие гайки необходимо закрутить без ключа, чтобы антенна держалась в заданном направлении, но ее можно было поворачивать.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Точная настройка осуществляется следующим образом: в секторе +/- 30 градусов от примерного направления на БС с шагом 5-10 градусов делаются замеры &lt;a href="/sp/" target="_blank" rel="noopener"&gt;сервисом замера скорости интернета&lt;/a&gt;. По полученным значениям находится лучшее положение.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если интерфейс модема 4G роутера позволяет, можно выполнить точную настройку по лучшим значениям RSSI и Ec/lo (SINR), как и в предыдущем пункте, а скорость замерять только в направлении лучшего сигнала.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После того, как точная настройка произведена, необходимо зафиксировать антенну в этом положении.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;&lt;span style="color: #e67e23;"&gt;ВАЖНО!&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Закручивать фиксирующие гайки необходимо равномерно – поочередно подтягивая не более чем на ¼ оборота за раз, т.к. при неравномерной затяжке высока вероятность сбить антенну с лучшего направления. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Подключение кабельной сборки&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если после установки внешней антенны кабель до модема можно укоротить, если он остается с запасом. Это делать не обязательно, но если есть возможность сократить кабель более чем на 2 метра, то можно немного выиграть в уровне сигнала, т.к. кабель тоже дает небольшие затухание.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если вы обрезали кабель, то нужно заново накрутить F-разъем на обрезанную часть, делается это просто, как с обычным телевизионным кабелем, видеоинструкцию можно посмотреть по &lt;a href="https://www.youtube.com/watch?v=QHEgt99mTkY"&gt;ссылке&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;На этом настройка закончена.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;span style="font-size: 14pt;"&gt;Дополнительные материалы:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 14pt;"&gt;&lt;a href="/3g-4g-internet/tarify-interneta-doma-i-dachi/"&gt;Тарифные планы операторов&lt;br /&gt;&lt;span style="color: #474747;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="/useful-articles/instrukczii/gsm-manual/"&gt;Как усилить сотовую связь GSM&lt;br /&gt;&lt;span style="color: #474747;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="/vopros-otvet/"&gt;Часто задаваемые вопросы&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если у вас остались вопросы, звоните по телефонам&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;+375291502944&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="https://kroks.by/upload/shop_1/2/5/7/item_2575/shop_property_file_2575_11435.pdf" target="_blank" rel="noopener"&gt;Подробный web-интерфейс роутера. Настройка и управление&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Приятного пользования.  &lt;/span&gt;&lt;/p&gt;</yandex:full-text>
      <guid>https://kroks.by/3g-4g-internet/nastroika-antenna-with-kroks-router/</guid>
      <link>https://kroks.by/3g-4g-internet/nastroika-antenna-with-kroks-router/</link>
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<h1>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером KROKS.</h1>
</header>
<h2>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером KROKS.</h2>
<p style="text-align: center;"><span style="font-size: 12pt;" class="txt-green">Если у вас устройство с другой прошивкой и вы не узнаете веб интерфейс, то инструкции можно изучить по <a href="https://kroks.by/useful-articles/instrukczii/manual-antenna-with-kroks-router/" target="_blank" rel="noopener">ссылке</a>.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если вы уже являетесь нашим клиентом и обратились к этой статье за помощью по настройке нашего комплекта усиления интернета 3G 4G LTE для дачи, загородного дома или в деревню, то спускайтесь ниже непосредственно к инструкции.</span><br /><br /><span style="font-size: 12pt;">Особенностью <a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">4G роутеров KROKS</a> является возможность подключения внешних <a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener">4G 3G антенн</a>. Кроме того расширенная панель наведения антенны позволяет максимально точно настроить роутере и выставить антенну, выбрать ту частоту подключения 3G или 4G, которая даст максимальный результат. Контроль агрегации в 4G роутерах cat.6 и выше даст возможность суммирования максимально разгруженных частот, что тоже положительно влияет на результат.</span><br /><br /><span style="font-size: 12pt;">А встроенный анализатор WiFi сетей позволит использовать самый не загруженный канал, чтобы не потерять в полученной скорости.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Так как роутер 4G с сим картой это исключает любые потери на согласовании внутренних элементов и выгодно отличает от USB-модемов, таких как например Huawei e3372. Наши замеры на сотнях объектах это подтверждают.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span>

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  <h2>Часто задаваемые вопросы</h2>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2243" class="accordion-toggle">▶ Не работает агрегация частот 4G роутера KROKS?</a>
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        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Этот режим помимо 4G роутера cat.6 должна поддерживать и базовая станция. Уточните у своего сотового оператора. Либо агрегация поддерживается не на той частоте, которую выбрал 4G роутер в автоматическом режиме. Необходима ручная настройка. Пример показан ниже в инструкции.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2245" class="accordion-toggle">▶ Нужно сделать удаленное управление 4G роутера KROKS?</a>
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        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Удаленно управление 4G роутером возможно либо через статический IP адрес либо с помощью смс-сообщений. Данные настройки подробно расписаны в расширенной документации в конце инструкции.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2242" class="accordion-toggle">▶ Пользуюсь 4G роутером KROKS давно, но только сейчас резко упала скорость?</a>
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        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Скорее все проблема в загруженности базовой станции или сотовый оператор изменил частоты. Это часто влияет на результат работы. Проделайте настройки по смена частот модема 4G роутера - это обязательно поможет.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2244" class="accordion-toggle">▶ У меня видеонаблюдение, нужно сделать проброс портов на 4G роутере КРОКС?</a>
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      <div id="collapse2244" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p><span style="font-size: 12pt;">Данные настройки выходят за рамки данной инструкции. Со всеми расширенный настройками можно ознакомится в документации в конце данной инструкции.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2246" class="accordion-toggle">▶ У меня сомнения, что можно настроить все самому?</a>
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      <div id="collapse2246" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Наш дорогой клиент! По данной инструкции смогли настроить оборудование самостоятельно более 3000 клиентов. Разных возрастных групп, разных способностей. Нужно лишь выделить достаточно времени на изучение и настройку. В любом случае и на любом этапе можно обратиться к нашим специалистам и высококвалифицированные инженеры произведут монтаж и настройку оборудования.&nbsp;</span><br /><br /></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2241" class="accordion-toggle">▶ Я вставил сим карту в 4G роутер KROKS, а интернет не работает?</a>
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      <div id="collapse2241" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Если вы вставили сим-карту в роутер 4G, а индикатор интернета (в виде глобуса) на корпусе 4G роутера не загорелся. Причины две. Первая - вы не правильно вставили сим-карту), поверьте многие ошибаются. Вторая - возможно на сим-карте установлен пин код, его необходимо снять.</span></p></div>
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</span></span></p>
<h2><span class="h2">Настройка усилителя интернета 3G 4G LTE для дачи, загородного дома</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Настройка заключается в правильной установке&nbsp;<a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/" target="_blank" rel="noopener">внешней антенны</a>&nbsp;в направлении базовой станции (БС) оператора, фиксации в этом направлении и соединении антенны с&nbsp;<a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">роутером 4G</a>.</span></p>
<p><span style="font-size: 12pt;">Это выполняется в несколько этапов.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">

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  <h2>Схематичное изображение антенны 3G 4G </h2>
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<p style="text-align: justify;"><span style="font-size: 12pt;">Высота установки влияет на конечный результат: чем выше, тем лучше. Это важный момент и им не стоит пренебрегать. Наш опыт показывает, что иногда при монтаже антенны 3G 4G разница в высоте всего лишь в 1! метра дает прирост скорости в 2! раза. Проверьте не ваш ли это случай.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если известны примерные направления на базовые станции (БС) сотового оператора, то необходимо проверить сигнал сначала с этих направлений.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для этого антенна&nbsp;подключается&nbsp;к роутеру 4G Kroks с сим-картой.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если антенна имеет 1 выход, то ее необходимо подключать в разъем 3G/4G antenna (см. рис ниже). Если антенна MIMO, т.е. имеет 2 выхода, то кабели подключаются в разъемы 3G/4G antenna и 4G antenna, какой куда не имеет значения.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">

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  <h2>Схематичное изображение роутера 4G </h2>
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</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Сим-карта вставляется до включения роутера. Обратите внимание на правильность установки сим-карты в слот.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><img src="/images/sim kroks.jpg" width="534" height="447" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">После загрузки роутера 4G (около 1-2 мин.) необходимо подключиться к сети wifi, по умолчанию название сети и пароль (как правило 12345678) указаны на коробке (!) роутера.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Необходимо открыть браузер (Explorer, Chrome, Opera, Firefox) и в адресной строке ввести:&nbsp;</span><br /><span style="font-size: 12pt;">192.168.1.1 и нажать кнопку "Войти"</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><img src="/images/Screenshot_1-min.jpg" width="520" height="504" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Авторизуйтесь в web-интерфейсе 4G роутера. По умолчанию логин root и без пароля. Рекомендуем сразу поставить пароль на вход в административную панель в целях безопасности, особенно это актуально тем, кто планирует использовать статический адрес. Не пренебрегайте этим пунктом</span><span style="font-size: 12pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для перехода в панель настройки пароля роутера 4G необходимо нажать вкладку "Система" - "Безопасность". В открывшемся окне нажать кнопку "Редактировать" профиль пользователя.</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_2-min.jpg" width="1200" height="615" alt="" style="display: block; margin-left: auto; margin-right: auto;" /><br /><br /></span><span style="font-size: 12pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Далее необходимо следовать указаниям на картинке.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><img src="/images/Screenshot_3-min.jpg" width="1200" height="589" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;" class="h2 h3">Настройка антенны с помощью 4G роутера по сигналу:</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Войдите в меню &laquo;МОДЕМ&raquo; и выберите вкладку &laquo;Обзор&raquo;. Откройте вкладку &laquo;Информация&raquo; и промотайте ниже до раздела с сигналом. В нашем примере модем соединен с сетью стандарта LTE (4G).</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_5-min.jpg" width="1200" height="589" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для удобного наведения антенны c помощью 4G роутера можно перейти во вкладку </span><span style="font-size: 1rem;"><span style="font-size: 12pt;">МОДЕМ</span> -</span><span style="font-size: 12pt;">&nbsp;Наведение антенны.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Экран 4G роутера переключится на отображение подробной информации о сигнале и его отображение будет практически без задержек, что позволит максимально точно и быстро произвести настройку антенны на нужную базовую станцию.</span></p>
<p><span style="font-size: 12pt;"><u><img src="/images/Screenshot_6-min.jpg" width="1200" height="610" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></u></span></p>
<p><span style="font-size: 12pt;"><u><img src="/images/modem point 2.webp" width="1200" height="796" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></u></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><u></u></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span style="color: #e67e23;"><strong><u>Примечание</u></strong></span> &ndash; Модем 4G роутера является мульти стандартным устройством, работающим в широком диапазоне частот. При отсутствии покрытия сети 4G, модем автоматически переходит на работу в сети 3G или 2G.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">В таблице отображается:</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>RSSI </strong>- показатель уровня сигнала принимаемого приемником модема. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Более высокая мощность принимаемого сигнала, соответствует меньшему отрицатель-ному значению.</span><br /><span style="font-size: 12pt;"> <strong>RSRQ - </strong>качество принятых пилотных сигналов.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>RSRP </strong>&ndash; средний уровень сигнала принимаемого с базовой станции оператора. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Чем значение ближе к нулю, тем выше уровень принимаемого сигнала.&nbsp;</span><br /><span style="font-size: 12pt;"><strong>SINR (SNR) </strong>- отношение уровня полезного сигнала к уровню шума (соотношение сигнал/шум). Измеряется в дБ (dB). Чем выше данное значение, тем лучше качество сиг-нала. При значениях SINR менее 0 скорость подключения будет очень низкой, т.к. это означает, что в принимаемом сигнале шума больше, чем полезной части.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span style="color: #e67e23;"><strong><u>Примечание</u></strong></span> &ndash; Для стандарта связи CDMA 1х и UMTS(3G) соотношение сигнал/шум будет обозначено как <strong>Ec/Io</strong>. Для стандарта связи EV-DO соотношение сигнал/шум будет обозначаться как <strong>lo</strong></span></p>
<ul style="text-align: justify;"></ul>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для настройки <strong>4G интернета</strong> используем параметры <strong>RSSI</strong> и <strong>SINR.</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для настройки <strong>3G интернета</strong> используем параметры&nbsp;<strong>RSSI </strong>и <strong>Ec/lo.</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Медленно поворачивая антенну, необходимо найти лучшие значения RSSI и Ec/lo, т.к. это отрицательные величины, то чем значение ближе к 0, тем лучше (т.е. -65 лучше, чем -75). Величина SINR (для 4g) должна быть положительной.</span></p>
<h3 style="text-align: center;"><span class="txt-blue" style="font-size: 12pt;"><em>Например, значение сигнала RSSI равное -65 dBm, намного лучше, чем значение -98 dBm<br />Ec/lo нужно стараться получить в диапазоне от -2 до -9<br />SINR желательно добиться от 10 и выше&nbsp;</em></span></h3>
<p style="text-align: justify;"><span style="font-size: 12pt;">Направления, с которых был получен лучший результат так же необходимо проверить <a href="/sp/" target="_blank" rel="noopener">сервисом замера скорости интернета</a></span></p>
<p><span style="font-size: 12pt;"><img src="/images/спидтест_скрин.png" width="773" height="348" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Запоминаем (а лучше записываем) значения после окончания теста и переходим к следующей базовой станции.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">В направлении где был получен лучший результат необходимо смонтировать кронштейн для антенны.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 12pt;"><strong>На скорость интернета влияет не только уровень сигнала, но и загруженность базовой станции.</strong></span></h2>
<p style="text-align: justify;"><span class="txt-green" style="font-size: 12pt;">Ниже приведены таблицы, по которым можно ориентировать на примерные значения скорости интернета в зависимости от полученного сигнала. Если у вас скорость интернета меньше прогнозируемой из таблицы, то базовая станция загружена и нужно пробовать ловить сигнал с другой базовой станции или тестировать сим-карту другого оператора.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Прогнозируемая скорость 3G в зависимости от качества сигнала:</strong></span></p>
<table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;">
<tbody>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>RSSI (уровень сигнала)</strong></span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Ec/Lo (соотношение сигнал/шум)</strong></span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Качество мобильного интернета и примерная скорость</strong></span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -30 до -50</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 0 и до -4</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Отличные показатели, скорость 20-40 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -50 до -70</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -5 до -7</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Хорошие показатели, скорость 15-20 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -70 до -85</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -7 до -10</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Удовлетворительные показатели, скорость 5-15 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -85 до -110</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -10 и меньше</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Плохие показатели, скорость ниже 5 Мбит/с</span></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Прогнозируемая скорость 4G в зависимости от качества сигнала</strong></span></p>
<table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;">
<tbody>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>RSSI (уровень сигнала)</strong></span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>SINR (соотношение сигнал/шум)</strong></span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Качество мобильного интернета и примерная скорость</strong></span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -30 до -50</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 30 и выше</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Отличные показатели, скорость 70-100 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -50 до -70</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 20 до 30</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Хорошие показатели, скорость 30-70 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -70 до -85</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 10 до 20</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Удовлетворительные показатели, скорость 10-30 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -85 до -110</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 10 и меньше</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Плохие показатели, скорость ниже 10 Мбит/с</span></td>
</tr>
</tbody>
</table>
<h3></h3>
<h3>Проверка разных диапазонов и операторов</h3>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для полноты картины необходимо проверить различные частоты 3G и 4G и разных операторов. В силу особенностей работы мобильного интернета и так как по умолчанию модем 4G роутера работает в автоматическом режиме вы можете увидеть не лучший результат.</span></p>
<p><span style="font-size: 12pt;">По умолчанию модем работает в режиме "Авто", в этом режиме модем ловит по приоритету технологии и уровня сигнала. Если есть сигнал 4G, то модем цепляется к нему, если нет - то к 3G.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Может быть ситуация, при которой в 4G интернете результат хуже чем, по 3G. В этом случае целесообразно проверить результат, переведя модем принудительно в режим 3G.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">По 3G могут быть частоты и 900 МГц и 2100 МГц. По 900 МГц как правило лучше сигнал (т.к. чем ниже частота, тем меньше затухание в пространстве), но на этой частоте меньше максимальная скорость и вероятность того что этот диапазон будет загружен - больше. Поэтому в большинстве случаев, если есть обе частоты, то лучше результат получается по 2100 МГц.&nbsp;</span><br /><br /><span style="font-size: 12pt;">Все настройки по переключению частот производим в меню "МОДЕМ" закладке "Настройки". Выключаем режим работы 4G и выбираем нужные нам частоты.</span><br /><span style="font-size: 12pt;">В 3G UTRAN-1 - 2100 МГц, UTRAN-8 - 900 МГц. Далее нажимаем "Сохранить" и модем подключиться к выбранной нами частоте.</span></p>
<p style="text-align: justify;"><span class="h3" style="font-size: 12pt;"><img src="/images/Screenshot_7-min.jpg" width="1200" height="592" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p><br /><br /><br />

<div style="margin: 20px 0;">
  <h2>Настройка агрегации частот в 4G роутерах KROKS</h2>
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<p style="text-align: justify;"><span style="font-size: 12pt;">Данная информация полезна только для клиентов <a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/?price_from=0&amp;price_to=1055&amp;property_108%5B%5D=7083&amp;filter=1&amp;sorting=" target="_blank" rel="noopener">4G роутеров cat.6</a> c поддержкой функции <a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener">агрегации частот</a>. Данная функция 4G роутера при условии поддержки технологии базовой станцией позволяют увеличить скорость от сотового оператора до 300 Мбит/c. Убедится что функция работает либо нет можно в меню "СИСТЕМА" в закладке "Обзор". В ней отображается частота на которой работает 4G роутер и поддерживается ли на ней агрегация. В случае отсутствия агрегации поменяйте частоту в меню "МОДЕМ" закладке "Настройка"</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"></span></p>
<h3 style="text-align: justify;"><span class="h3" style="font-size: 12pt;">Точная настройка антенны.</span></h3>
<p style="text-align: justify;"><span style="font-size: 12pt;">После определения лучшего направления и установки кронштейна, необходимо установить антенну на кронштейн в выбранном направлении. Фиксирующие гайки необходимо закрутить без ключа, чтобы антенна держалась в заданном направлении, но ее можно было поворачивать.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Точная настройка осуществляется следующим образом: в секторе +/- 30 градусов от примерного направления на БС с шагом 5-10 градусов делаются замеры <a href="/sp/" target="_blank" rel="noopener">сервисом замера скорости интернета</a>. По полученным значениям находится лучшее положение.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если интерфейс модема 4G роутера позволяет, можно выполнить точную настройку по лучшим значениям RSSI и Ec/lo (SINR), как и в предыдущем пункте, а скорость замерять только в направлении лучшего сигнала.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">После того, как точная настройка произведена, необходимо зафиксировать антенну в этом положении.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong><span style="color: #e67e23;">ВАЖНО!</span></strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Закручивать фиксирующие гайки необходимо равномерно &ndash; поочередно подтягивая не более чем на &frac14; оборота за раз, т.к. при неравномерной затяжке высока вероятность сбить антенну с лучшего направления.&nbsp;</span></p>
<h2 style="text-align: justify;"><span style="font-size: 12pt;">Подключение кабельной сборки</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если после установки внешней антенны кабель до модема можно укоротить, если он остается с запасом. Это делать не обязательно, но если есть возможность сократить кабель более чем на 2 метра, то можно немного выиграть в уровне сигнала, т.к. кабель тоже дает небольшие затухание.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если вы обрезали кабель, то нужно заново накрутить F-разъем на обрезанную часть, делается это просто, как с обычным телевизионным кабелем, видеоинструкцию можно посмотреть по <a href="https://www.youtube.com/watch?v=QHEgt99mTkY">ссылке</a>.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">На этом настройка закончена.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;" class="txt-blue"><span style="font-size: 14pt;">Дополнительные материалы:</span><br /><span style="font-size: 14pt;"><a href="/3g-4g-internet/tarify-interneta-doma-i-dachi/">Тарифные планы операторов<br /><span style="color: #474747;"></span></a><a href="/useful-articles/instrukczii/gsm-manual/">Как усилить сотовую связь GSM<br /><span style="color: #474747;"></span></a><a href="/vopros-otvet/">Часто задаваемые вопросы</a></span><br /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если у вас остались вопросы, звоните по телефонам</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">+375291502944</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><a href="https://kroks.by/upload/shop_1/2/5/7/item_2575/shop_property_file_2575_11435.pdf" target="_blank" rel="noopener">Подробный web-интерфейс роутера. Настройка и управление</a></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Приятного пользования. &nbsp;</span></p>
]]></turbo:content>
    </item>
    <item turbo="true">
      <pubDate>Wed, 18 May 2022 11:37:32 +0300</pubDate>
      <title>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером TP-link MR6400</title>
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      <yandex:full-text>&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Данная статья посвящена настройке наших усиливающих &lt;a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener"&gt;3G 4G антенн&lt;/a&gt; с помощью роутеров компании TP-Link. В частности речь будет идти о модели MR6400 c подробными характеристиками которой можно &lt;a href="https://www.tp-link.com/ru/home-networking/3g-4g-router/tl-mr6400/#specifications"&gt;ознакомится по ссылке&lt;/a&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Среди особенностей TP-Link MR6400 с ревизией V.5, которую мы предлагаем нашим клиентам, является возможность подключения внешней &lt;a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener"&gt;3G 4G антенны&lt;/a&gt;, а также фиксирование необходимым частот. К сожалению расширенной панели наведения антенны как в роутерах &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;КРОКС&lt;/a&gt; нет, поэтому необходимо потратить больше времени на настройку. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Так как роутер 4G с сим картой - это исключает любые потери на согласовании внутренних элементов и выгодно отличает от USB-модемов, таких как например Huawei e3372. Наши замеры на сотнях объектах это подтверждают и разница тем больше, чем выше скорость.&lt;/span&gt;&lt;/p&gt;&#13;
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  &lt;h2&gt;Часто задаваемые вопросы&lt;/h2&gt;
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          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2243" class="accordion-toggle"&gt;▶ Не работает агрегация частот 4G роутера KROKS?&lt;/a&gt;
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      &lt;div id="collapse2243" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Этот режим помимо 4G роутера cat.6 должна поддерживать и базовая станция. Уточните у своего сотового оператора. Либо агрегация поддерживается не на той частоте, которую выбрал 4G роутер в автоматическом режиме. Необходима ручная настройка. Пример показан ниже в инструкции.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
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          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2258" class="accordion-toggle"&gt;▶ Не работает агрегация частот 4G роутера TP-Link MR6400&lt;/a&gt;
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      &lt;div id="collapse2258" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Все верно. Данная модель не поддерживает данную функцию.  Этот режим поддерживают только 4G роутеры cat.6. Об &lt;a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener"&gt;агрегации частот&lt;/a&gt; можно прочитать в подробной статье.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
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          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2259" class="accordion-toggle"&gt;▶ Пользуюсь 4G роутером давно, но только сейчас резко упала скорость?&lt;/a&gt;
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      &lt;div id="collapse2259" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Скорее все проблема в загруженности базовой станции или сотовый оператор изменил частоты. Это часто влияет на результат работы. Проделайте настройки по смена частот модема 4G роутера - это обязательно поможет.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
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          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2246" class="accordion-toggle"&gt;▶ У меня сомнения, что можно настроить все самому?&lt;/a&gt;
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      &lt;div id="collapse2246" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Наш дорогой клиент! По данной инструкции смогли настроить оборудование самостоятельно более 3000 клиентов. Разных возрастных групп, разных способностей. Нужно лишь выделить достаточно времени на изучение и настройку. В любом случае и на любом этапе можно обратиться к нашим специалистам и высококвалифицированные инженеры произведут монтаж и настройку оборудования. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;
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&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2&gt;&lt;span class="h2"&gt;Настройка антенны 3G 4G LTE для дачи, загородного дома&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Настройка оборудования заключается в правильной установке &lt;a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/" target="_blank" rel="noopener"&gt;внешней антенны&lt;/a&gt; в направлении базовой станции (БС) оператора, фиксации в этом направлении и соединении антенны с &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;роутером 4G&lt;/a&gt;. Кроме того функция выбора необходимых частот в моделях TP-Link не предусмотрена поэтому необходима "перепрошивка" роутера на кастомную прошивку. Это не сложно.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Это выполняется в несколько этапов.&lt;/span&gt;&lt;/p&gt;&#13;
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  &lt;h2&gt;Схематичное изображение антенны 3G 4G &lt;/h2&gt;
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&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Высота установки влияет на конечный результат: чем выше, тем лучше. Это важный момент и им не стоит пренебрегать. Наш опыт показывает, что иногда при монтаже антенны 3G 4G разница в высоте всего лишь в 1(!) метр дает прирост скорости в 2(!!) раза. Проверьте не ваш ли это случай.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если известны примерные направления на базовые станции (БС) сотового оператора, то необходимо проверить сигнал сначала с этих направлений.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для этого антенна подключается к роутеру TP-Link MR6400 с сим-картой. Необходимо отсоединить штатные антенны и через &lt;a href="https://kroks.by/shop/cable-rf/cable-assemblies/" target="_blank" rel="noopener"&gt;кабельные сборки&lt;/a&gt; подключить внешнюю антенну.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Сим-карта вставляется до включения роутера. Обратите внимание на правильность установки сим-карты в слот.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img 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width="800" height="594" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После загрузки роутера 4G (около 1-2 мин.) необходимо подключиться к сети wifi, по умолчанию название сети и пароль указаны на тыльной стороне роутера. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Необходимо открыть браузер (Explorer, Chrome, Opera, Firefox) и в адресной строке ввести: &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="http://192.168.1.1"&gt;192.168.1.1&lt;/a&gt; и нажать кнопку "Войти"&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_17-min.jpg" width="800" height="569" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Авторизуйтесь в web-интерфейсе 4G роутера. Сразу выбирайте русский язык при необходимости и задайте пароль доступа в административную панель в целях безопасности, особенно это актуально тем, кто планирует использовать статический адрес. Запомните его или потом придется настраивать с самого начала. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Далее роутер 4G предложит провести предварительные настройки. Это можно пропустить нажав кнопку ВЫХОД.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_7-min (1).jpg" width="800" height="575" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;Если сим-карта вставлена правильно то устройство сразу получит интернет о чем будет сигнализировать индикация.&lt;br /&gt;&lt;img src="/images/Screenshot_8-min.jpg" width="800" height="578" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;br /&gt;&lt;br /&gt;Сразу приступаем к перепрошивке роутера. Важно обеспечить бесперебойное питание устройству на данном этапе и не отключать от сети до конца операции.  Для начала необходимо &lt;a href="https://kroks.by/download/TL-MR6400(EU)v5_2.bin"&gt;скачать прошивку по ссылке&lt;/a&gt; и запомнить путь по которому она сохранилась. Далее проходим по пути: Меню -&gt; «Дополнительные настройки» -&gt; «Системные инструменты» -&gt; «Обновление встроенного ПО».&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_9-min.jpg" width="800" height="564" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;С помощью кнопки «ОБЗОР» выбираем нашу скачанную прошивку и нажимаем кнопку «ОБНОВИТЬ».&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_10-min.jpg" width="800" height="571" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Роутер 4G обновиться в течении 1-2 минут, после чего предложит ввести пароль в административную панель, который вы задавали ранее.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_11-min.jpg" width="800" height="530" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;  &lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 14pt;" class="h2 h3"&gt;Настройка антенны с помощью 4G роутера по сигналу:&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Войдите в меню «Дополнительные настройки» и выберите вкладку «Состояние». Во вкладке «Состояние» отображается вся необходимая информация для наведения. В нашем примере модем соединен с сетью стандарта LTE (4G).&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_12-min.jpg" width="800" height="591" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;span style="color: #e67e23;"&gt;&lt;strong&gt;&lt;u&gt;Примечание&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt; – Модем 4G роутера является мульти стандартным устройством, работающим в широком диапазоне частот. При отсутствии покрытия сети 4G, модем автоматически переходит на работу в сети 3G или 2G. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;В таблице отображается:&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSSI &lt;/strong&gt;- показатель уровня сигнала принимаемого приемником модема. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Более высокая мощность принимаемого сигнала, соответствует меньшему отрицатель-ному значению.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt; &lt;strong&gt;RSRQ - &lt;/strong&gt;качество принятых пилотных сигналов.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSRP &lt;/strong&gt;– средний уровень сигнала принимаемого с базовой станции оператора. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Чем значение ближе к нулю, тем выше уровень принимаемого сигнала. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;SINR (SNR) &lt;/strong&gt;- отношение уровня полезного сигнала к уровню шума (соотношение сигнал/шум). Измеряется в дБ (dB). Чем выше данное значение, тем лучше качество сиг-нала. При значениях SINR менее 0 скорость подключения будет очень низкой, т.к. это означает, что в принимаемом сигнале шума больше, чем полезной части. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="color: #e67e23;"&gt;&lt;strong&gt;&lt;u&gt;Примечание&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt; – Для стандарта связи CDMA 1х и UMTS(3G) соотношение сигнал/шум будет обозначено как &lt;strong&gt;Ec/Io&lt;/strong&gt;. Для стандарта связи EV-DO соотношение сигнал/шум будет обозначаться как &lt;strong&gt;lo&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;ul style="text-align: justify;"&gt;&lt;/ul&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для настройки &lt;strong&gt;4G интернета&lt;/strong&gt; используем параметры &lt;strong&gt;RSSI&lt;/strong&gt; и &lt;strong&gt;SINR.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для настройки &lt;strong&gt;3G интернета&lt;/strong&gt; используем параметры &lt;strong&gt;RSSI &lt;/strong&gt;и &lt;strong&gt;Ec/lo.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Медленно поворачивая антенну, необходимо найти лучшие значения RSSI и Ec/lo, т.к. это отрицательные величины, то чем значение ближе к 0, тем лучше (т.е. -65 лучше, чем -75). Величина SINR (для 4g) должна быть положительной.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h3 style="text-align: left;"&gt;&lt;span class="txt-blue" style="font-size: 12pt;"&gt;&lt;em&gt;Например, значение сигнала RSSI равное -65 dBm, намного лучше, чем значение -98 dBm&lt;br /&gt;Ec/lo нужно стараться получить в диапазоне от -2 до -9&lt;br /&gt;SINR желательно добиться от 10 и выше &lt;/em&gt;&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Направления, с которых был получен лучший результат так же необходимо проверить &lt;a href="/sp/" target="_blank" rel="noopener"&gt;сервисом замера скорости интернета&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/спидтест_скрин.png" width="773" height="348" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Запоминаем (а лучше записываем) значения после окончания теста и переходим к следующей базовой станции.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;В направлении где был получен лучший результат необходимо смонтировать кронштейн для антенны.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;На скорость интернета влияет не только уровень сигнала, но и загруженность базовой станции.&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span class="txt-green" style="font-size: 12pt;"&gt;Ниже приведены таблицы, по которым можно ориентировать на примерные значения скорости интернета в зависимости от полученного сигнала. Если у вас скорость интернета меньше прогнозируемой из таблицы, то базовая станция загружена и нужно пробовать ловить сигнал с другой базовой станции или тестировать сим-карту другого оператора.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Прогнозируемая скорость 3G в зависимости от качества сигнала:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSSI (уровень сигнала)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Ec/Lo (соотношение сигнал/шум)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Качество мобильного интернета и примерная скорость&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -30 до -50&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 0 и до -4&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Отличные показатели, скорость 20-40 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -50 до -70&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -5 до -7&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Хорошие показатели, скорость 15-20 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -70 до -85&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -7 до -10&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Удовлетворительные показатели, скорость 5-15 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -85 до -110&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -10 и меньше&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Плохие показатели, скорость ниже 5 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Прогнозируемая скорость 4G в зависимости от качества сигнала&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;RSSI (уровень сигнала)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;SINR (соотношение сигнал/шум)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Качество мобильного интернета и примерная скорость&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -30 до -50&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 30 и выше&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Отличные показатели, скорость 70-100 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -50 до -70&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 20 до 30&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Хорошие показатели, скорость 30-70 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -70 до -85&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 10 до 20&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Удовлетворительные показатели, скорость 10-30 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -85 до -110&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 28.0147%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от 10 и меньше&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Плохие показатели, скорость ниже 10 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;&lt;/h3&gt;&#13;
&lt;h3&gt;Проверка разных диапазонов и операторов&lt;/h3&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для полноты картины необходимо проверить различные частоты 3G и 4G и разных операторов. В силу особенностей работы мобильного интернета и так как по умолчанию модем 4G роутера работает в автоматическом режиме вы можете увидеть не лучший результат.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;По умолчанию модем работает в режиме "Авто", в этом режиме модем ловит по приоритету технологии и уровня сигнала. Если есть сигнал 4G, то модем цепляется к нему, если нет - то к 3G.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Может быть ситуация, при которой в 4G интернете результат хуже чем, по 3G. В этом случае целесообразно проверить результат, переведя модем принудительно в режим 3G. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;По 3G могут быть частоты и 900 МГц и 2100 МГц. По 900 МГц как правило лучше сигнал (т.к. чем ниже частота, тем меньше затухание в пространстве), но на этой частоте меньше максимальная скорость и вероятность того что этот диапазон будет загружен - больше. Поэтому в большинстве случаев, если есть обе частоты, то лучше результат получается по 2100 МГц. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Все настройки по переключению частот производим в меню "Дополнительные настройки" закладке "Сеть". Выбираем необходимую сеть 4G или 3G.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span class="h3" style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_13-min.jpg" width="800" height="571" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;В подменю диапазон выбираем закладку «вручную» и уже в ней выбираем необходимые частоты. Для лучшего результат перебираем частоты постоянно обращаясь к уровню сигнала по пути «Дополнительные настройки» - «Состояние»&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;br /&gt;

&lt;div style="margin: 20px 0;"&gt;
  &lt;h2&gt;Выбор частот в роутере TP-Link MR6400&lt;/h2&gt;
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&lt;/p&gt;&#13;
&lt;h3 style="text-align: justify;"&gt;&lt;span class="h3" style="font-size: 12pt;"&gt;Точная настройка антенны.&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После определения лучшего направления и установки кронштейна, необходимо установить антенну на кронштейн в выбранном направлении. Фиксирующие гайки необходимо закрутить без ключа, чтобы антенна держалась в заданном направлении, но ее можно было поворачивать.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Точная настройка осуществляется следующим образом: в секторе +/- 30 градусов от примерного направления на БС с шагом 5-10 градусов делаются замеры &lt;a href="/sp/" target="_blank" rel="noopener"&gt;сервисом замера скорости интернета&lt;/a&gt;. По полученным значениям находится лучшее положение.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если интерфейс модема 4G роутера позволяет, можно выполнить точную настройку по лучшим значениям RSSI и Ec/lo (SINR), как и в предыдущем пункте, а скорость замерять только в направлении лучшего сигнала.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После того, как точная настройка произведена, необходимо зафиксировать антенну в этом положении.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;&lt;span style="color: #e67e23;"&gt;ВАЖНО!&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Закручивать фиксирующие гайки необходимо равномерно – поочередно подтягивая не более чем на ¼ оборота за раз, т.к. при неравномерной затяжке высока вероятность сбить антенну с лучшего направления. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Подключение кабельной сборки&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если после установки внешней антенны кабель до модема можно укоротить, если он остается с запасом. Это делать не обязательно, но если есть возможность сократить кабель более чем на 2 метра, то можно немного выиграть в уровне сигнала, т.к. кабель тоже дает небольшие затухание.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если вы обрезали кабель, то нужно заново накрутить F-разъем на обрезанную часть, делается это просто, как с обычным телевизионным кабелем, видеоинструкцию можно посмотреть по &lt;a href="https://www.youtube.com/watch?v=QHEgt99mTkY"&gt;ссылке&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;На этом настройка закончена.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;span style="font-size: 14pt;"&gt;Дополнительные материалы:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 14pt;"&gt;&lt;a href="/3g-4g-internet/tarify-interneta-doma-i-dachi/"&gt;Тарифные планы операторов&lt;br /&gt;&lt;span style="color: #474747;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="/useful-articles/instrukczii/gsm-manual/"&gt;Как усилить сотовую связь GSM&lt;br /&gt;&lt;span style="color: #474747;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="/vopros-otvet/"&gt;Часто задаваемые вопросы&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если у вас остались вопросы, звоните по телефонам&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;+375291502944&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="https://kroks.by/upload/shop_1/2/5/7/item_2575/shop_property_file_2575_11435.pdf" target="_blank" rel="noopener"&gt;Подробный web-интерфейс роутера. Настройка и управление&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Приятного пользования.  &lt;/span&gt;&lt;/p&gt;</yandex:full-text>
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      <link>https://kroks.by/3g-4g-internet/nastrojka-3g-4g-antenny-dlya-interneta-na-dache-v-derevne-za-gorodom-komplekt-s-4g-routerom-tp-link-mr6400/</link>
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<h1>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером TP-link MR6400</h1>
</header>
<h2>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером TP-link MR6400</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Данная статья посвящена настройке наших усиливающих <a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener">3G 4G антенн</a> с помощью роутеров компании TP-Link. В частности речь будет идти о модели MR6400 c подробными характеристиками которой можно <a href="https://www.tp-link.com/ru/home-networking/3g-4g-router/tl-mr6400/#specifications">ознакомится по ссылке</a>.</span><br /><br /><span style="font-size: 12pt;">Среди особенностей TP-Link MR6400 с ревизией V.5, которую мы предлагаем нашим клиентам, является возможность подключения внешней <a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener">3G 4G антенны</a>, а также фиксирование необходимым частот. К сожалению расширенной панели наведения антенны как в роутерах <a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">КРОКС</a> нет, поэтому необходимо потратить больше времени на настройку.&nbsp;</span><br /><br /><span style="font-size: 12pt;">Так как роутер 4G с сим картой - это исключает любые потери на согласовании внутренних элементов и выгодно отличает от USB-модемов, таких как например Huawei e3372. Наши замеры на сотнях объектах это подтверждают и разница тем больше, чем выше скорость.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span>

<div class="fags" style="margin: 20px 0;" itemscope="itemscope" itemtype="https://schema.org/FAQPage">
  <h2>Часто задаваемые вопросы</h2>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2243" class="accordion-toggle">▶ Не работает агрегация частот 4G роутера KROKS?</a>
        </h3>
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      <div id="collapse2243" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Этот режим помимо 4G роутера cat.6 должна поддерживать и базовая станция. Уточните у своего сотового оператора. Либо агрегация поддерживается не на той частоте, которую выбрал 4G роутер в автоматическом режиме. Необходима ручная настройка. Пример показан ниже в инструкции.</span></p></div>
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    <div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question">
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        <h3 class="panel-title" itemprop="name">
          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2258" class="accordion-toggle">▶ Не работает агрегация частот 4G роутера TP-Link MR6400</a>
        </h3>
      </div>
      <div id="collapse2258" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Все верно. Данная модель не поддерживает данную функцию.&nbsp; Этот режим поддерживают только 4G роутеры cat.6. Об <a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener">агрегации частот</a> можно прочитать в подробной статье.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2259" class="accordion-toggle">▶ Пользуюсь 4G роутером давно, но только сейчас резко упала скорость?</a>
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      <div id="collapse2259" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Скорее все проблема в загруженности базовой станции или сотовый оператор изменил частоты. Это часто влияет на результат работы. Проделайте настройки по смена частот модема 4G роутера - это обязательно поможет.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2246" class="accordion-toggle">▶ У меня сомнения, что можно настроить все самому?</a>
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      <div id="collapse2246" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Наш дорогой клиент! По данной инструкции смогли настроить оборудование самостоятельно более 3000 клиентов. Разных возрастных групп, разных способностей. Нужно лишь выделить достаточно времени на изучение и настройку. В любом случае и на любом этапе можно обратиться к нашим специалистам и высококвалифицированные инженеры произведут монтаж и настройку оборудования.&nbsp;</span><br /><br /></p></div>
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</span></span></p>
<h2><span class="h2">Настройка антенны 3G 4G LTE для дачи, загородного дома</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Настройка оборудования заключается в правильной установке <a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/" target="_blank" rel="noopener">внешней антенны</a>&nbsp;в направлении базовой станции (БС) оператора, фиксации в этом направлении и соединении антенны с&nbsp;<a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">роутером 4G</a>. Кроме того функция выбора необходимых частот в моделях TP-Link не предусмотрена поэтому необходима "перепрошивка" роутера на кастомную прошивку. Это не сложно.</span></p>
<p><span style="font-size: 12pt;">Это выполняется в несколько этапов.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">

<div style="margin: 20px 0;">
  <h2>Схематичное изображение антенны 3G 4G </h2>
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<p style="text-align: justify;"><span style="font-size: 12pt;">Высота установки влияет на конечный результат: чем выше, тем лучше. Это важный момент и им не стоит пренебрегать. Наш опыт показывает, что иногда при монтаже антенны 3G 4G разница в высоте всего лишь в 1(!) метр дает прирост скорости в 2(!!) раза. Проверьте не ваш ли это случай.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если известны примерные направления на базовые станции (БС) сотового оператора, то необходимо проверить сигнал сначала с этих направлений.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для этого антенна подключается к роутеру TP-Link MR6400 с сим-картой. Необходимо отсоединить штатные антенны и через <a href="https://kroks.by/shop/cable-rf/cable-assemblies/" target="_blank" rel="noopener">кабельные сборки</a> подключить внешнюю антенну.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Сим-карта вставляется до включения роутера. Обратите внимание на правильность установки сим-карты в слот.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><img 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width="800" height="594" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">После загрузки роутера 4G (около 1-2 мин.) необходимо подключиться к сети wifi, по умолчанию название сети и пароль указаны на тыльной стороне роутера.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Необходимо открыть браузер (Explorer, Chrome, Opera, Firefox) и в адресной строке ввести:&nbsp;</span><br /><span style="font-size: 12pt;"><a href="http://192.168.1.1">192.168.1.1</a> и нажать кнопку "Войти"</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><img src="/images/Screenshot_17-min.jpg" width="800" height="569" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Авторизуйтесь в web-интерфейсе 4G роутера. Сразу выбирайте русский язык при необходимости и задайте пароль доступа в&nbsp;административную панель в целях безопасности, особенно это актуально тем, кто планирует использовать статический адрес. Запомните его или потом придется настраивать с самого начала.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Далее роутер 4G предложит провести предварительные настройки. Это можно пропустить нажав кнопку ВЫХОД.</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_7-min (1).jpg" width="800" height="575" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span><span style="font-size: 12pt;"><br />Если сим-карта вставлена правильно то устройство сразу получит интернет о чем будет сигнализировать индикация.<br /><img src="/images/Screenshot_8-min.jpg" width="800" height="578" alt="" style="display: block; margin-left: auto; margin-right: auto;" /><br /><br />Сразу приступаем к перепрошивке роутера. Важно обеспечить бесперебойное питание устройству на данном этапе и не отключать от сети до конца операции.&nbsp; Для начала необходимо <a href="https://kroks.by/download/TL-MR6400(EU)v5_2.bin">скачать прошивку по ссылке</a> и запомнить путь по которому она сохранилась. Далее проходим по пути: Меню -&gt; &laquo;Дополнительные настройки&raquo; -&gt; &laquo;Системные инструменты&raquo; -&gt; &laquo;Обновление встроенного ПО&raquo;.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><img src="/images/Screenshot_9-min.jpg" width="800" height="564" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">С помощью кнопки &laquo;ОБЗОР&raquo; выбираем нашу скачанную прошивку и нажимаем кнопку &laquo;ОБНОВИТЬ&raquo;.</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_10-min.jpg" width="800" height="571" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p><span style="font-size: 12pt;">Роутер 4G обновиться в течении 1-2 минут, после чего предложит ввести пароль в административную панель, который вы задавали ранее.</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_11-min.jpg" width="800" height="530" alt="" style="display: block; margin-left: auto; margin-right: auto;" />&nbsp; </span></p>
<h2 style="text-align: justify;"><span style="font-size: 14pt;" class="h2 h3">Настройка антенны с помощью 4G роутера по сигналу:</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Войдите в меню &laquo;Дополнительные настройки&raquo; и выберите вкладку &laquo;Состояние&raquo;. Во вкладке &laquo;Состояние&raquo; отображается вся необходимая информация для наведения. В нашем примере модем соединен с сетью стандарта LTE (4G).</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_12-min.jpg" width="800" height="591" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><span style="font-size: 12pt;" class="txt-blue"><span style="color: #e67e23;"><strong><u>Примечание</u></strong></span> &ndash; Модем 4G роутера является мульти стандартным устройством, работающим в широком диапазоне частот. При отсутствии покрытия сети 4G, модем автоматически переходит на работу в сети 3G или 2G.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">В таблице отображается:</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>RSSI </strong>- показатель уровня сигнала принимаемого приемником модема. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Более высокая мощность принимаемого сигнала, соответствует меньшему отрицатель-ному значению.</span><br /><span style="font-size: 12pt;"> <strong>RSRQ - </strong>качество принятых пилотных сигналов.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>RSRP </strong>&ndash; средний уровень сигнала принимаемого с базовой станции оператора. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Чем значение ближе к нулю, тем выше уровень принимаемого сигнала.&nbsp;</span><br /><span style="font-size: 12pt;"><strong>SINR (SNR) </strong>- отношение уровня полезного сигнала к уровню шума (соотношение сигнал/шум). Измеряется в дБ (dB). Чем выше данное значение, тем лучше качество сиг-нала. При значениях SINR менее 0 скорость подключения будет очень низкой, т.к. это означает, что в принимаемом сигнале шума больше, чем полезной части.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span style="color: #e67e23;"><strong><u>Примечание</u></strong></span> &ndash; Для стандарта связи CDMA 1х и UMTS(3G) соотношение сигнал/шум будет обозначено как <strong>Ec/Io</strong>. Для стандарта связи EV-DO соотношение сигнал/шум будет обозначаться как <strong>lo</strong></span></p>
<ul style="text-align: justify;"></ul>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для настройки <strong>4G интернета</strong> используем параметры <strong>RSSI</strong> и <strong>SINR.</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для настройки <strong>3G интернета</strong> используем параметры&nbsp;<strong>RSSI </strong>и <strong>Ec/lo.</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Медленно поворачивая антенну, необходимо найти лучшие значения RSSI и Ec/lo, т.к. это отрицательные величины, то чем значение ближе к 0, тем лучше (т.е. -65 лучше, чем -75). Величина SINR (для 4g) должна быть положительной.</span></p>
<h3 style="text-align: left;"><span class="txt-blue" style="font-size: 12pt;"><em>Например, значение сигнала RSSI равное -65 dBm, намного лучше, чем значение -98 dBm<br />Ec/lo нужно стараться получить в диапазоне от -2 до -9<br />SINR желательно добиться от 10 и выше&nbsp;</em></span></h3>
<p style="text-align: justify;"><span style="font-size: 12pt;">Направления, с которых был получен лучший результат так же необходимо проверить <a href="/sp/" target="_blank" rel="noopener">сервисом замера скорости интернета</a></span></p>
<p><span style="font-size: 12pt;"><img src="/images/спидтест_скрин.png" width="773" height="348" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Запоминаем (а лучше записываем) значения после окончания теста и переходим к следующей базовой станции.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">В направлении где был получен лучший результат необходимо смонтировать кронштейн для антенны.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 12pt;"><strong>На скорость интернета влияет не только уровень сигнала, но и загруженность базовой станции.</strong></span></h2>
<p style="text-align: justify;"><span class="txt-green" style="font-size: 12pt;">Ниже приведены таблицы, по которым можно ориентировать на примерные значения скорости интернета в зависимости от полученного сигнала. Если у вас скорость интернета меньше прогнозируемой из таблицы, то базовая станция загружена и нужно пробовать ловить сигнал с другой базовой станции или тестировать сим-карту другого оператора.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Прогнозируемая скорость 3G в зависимости от качества сигнала:</strong></span></p>
<table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;">
<tbody>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>RSSI (уровень сигнала)</strong></span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Ec/Lo (соотношение сигнал/шум)</strong></span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Качество мобильного интернета и примерная скорость</strong></span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -30 до -50</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 0 и до -4</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Отличные показатели, скорость 20-40 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -50 до -70</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -5 до -7</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Хорошие показатели, скорость 15-20 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -70 до -85</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -7 до -10</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Удовлетворительные показатели, скорость 5-15 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -85 до -110</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -10 и меньше</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Плохие показатели, скорость ниже 5 Мбит/с</span></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Прогнозируемая скорость 4G в зависимости от качества сигнала</strong></span></p>
<table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;">
<tbody>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>RSSI (уровень сигнала)</strong></span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>SINR (соотношение сигнал/шум)</strong></span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Качество мобильного интернета и примерная скорость</strong></span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -30 до -50</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 30 и выше</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Отличные показатели, скорость 70-100 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -50 до -70</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 20 до 30</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Хорошие показатели, скорость 30-70 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -70 до -85</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 10 до 20</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Удовлетворительные показатели, скорость 10-30 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -85 до -110</span></td>
<td style="width: 28.0147%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от 10 и меньше</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Плохие показатели, скорость ниже 10 Мбит/с</span></td>
</tr>
</tbody>
</table>
<h3></h3>
<h3>Проверка разных диапазонов и операторов</h3>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для полноты картины необходимо проверить различные частоты 3G и 4G и разных операторов. В силу особенностей работы мобильного интернета и так как по умолчанию модем 4G роутера работает в автоматическом режиме вы можете увидеть не лучший результат.</span></p>
<p><span style="font-size: 12pt;">По умолчанию модем работает в режиме "Авто", в этом режиме модем ловит по приоритету технологии и уровня сигнала. Если есть сигнал 4G, то модем цепляется к нему, если нет - то к 3G.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Может быть ситуация, при которой в 4G интернете результат хуже чем, по 3G. В этом случае целесообразно проверить результат, переведя модем принудительно в режим 3G.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">По 3G могут быть частоты и 900 МГц и 2100 МГц. По 900 МГц как правило лучше сигнал (т.к. чем ниже частота, тем меньше затухание в пространстве), но на этой частоте меньше максимальная скорость и вероятность того что этот диапазон будет загружен - больше. Поэтому в большинстве случаев, если есть обе частоты, то лучше результат получается по 2100 МГц.&nbsp;</span><br /><br /><span style="font-size: 12pt;">Все настройки по переключению частот производим в меню "Дополнительные настройки" закладке "Сеть". Выбираем необходимую сеть 4G или 3G.</span></p>
<p style="text-align: justify;"><span class="h3" style="font-size: 12pt;"><img src="/images/Screenshot_13-min.jpg" width="800" height="571" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p><span style="font-size: 12pt;">В подменю диапазон выбираем закладку &laquo;вручную&raquo; и уже в ней выбираем необходимые частоты. Для лучшего результат перебираем частоты постоянно обращаясь к уровню сигнала по пути &laquo;Дополнительные настройки&raquo; - &laquo;Состояние&raquo;</span></p>
<p><br />

<div style="margin: 20px 0;">
  <h2>Выбор частот в роутере TP-Link MR6400</h2>
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</p>
<h3 style="text-align: justify;"><span class="h3" style="font-size: 12pt;">Точная настройка антенны.</span></h3>
<p style="text-align: justify;"><span style="font-size: 12pt;">После определения лучшего направления и установки кронштейна, необходимо установить антенну на кронштейн в выбранном направлении. Фиксирующие гайки необходимо закрутить без ключа, чтобы антенна держалась в заданном направлении, но ее можно было поворачивать.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Точная настройка осуществляется следующим образом: в секторе +/- 30 градусов от примерного направления на БС с шагом 5-10 градусов делаются замеры <a href="/sp/" target="_blank" rel="noopener">сервисом замера скорости интернета</a>. По полученным значениям находится лучшее положение.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если интерфейс модема 4G роутера позволяет, можно выполнить точную настройку по лучшим значениям RSSI и Ec/lo (SINR), как и в предыдущем пункте, а скорость замерять только в направлении лучшего сигнала.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">После того, как точная настройка произведена, необходимо зафиксировать антенну в этом положении.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong><span style="color: #e67e23;">ВАЖНО!</span></strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Закручивать фиксирующие гайки необходимо равномерно &ndash; поочередно подтягивая не более чем на &frac14; оборота за раз, т.к. при неравномерной затяжке высока вероятность сбить антенну с лучшего направления.&nbsp;</span></p>
<h2 style="text-align: justify;"><span style="font-size: 12pt;">Подключение кабельной сборки</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если после установки внешней антенны кабель до модема можно укоротить, если он остается с запасом. Это делать не обязательно, но если есть возможность сократить кабель более чем на 2 метра, то можно немного выиграть в уровне сигнала, т.к. кабель тоже дает небольшие затухание.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если вы обрезали кабель, то нужно заново накрутить F-разъем на обрезанную часть, делается это просто, как с обычным телевизионным кабелем, видеоинструкцию можно посмотреть по <a href="https://www.youtube.com/watch?v=QHEgt99mTkY">ссылке</a>.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">На этом настройка закончена.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;" class="txt-blue"><span style="font-size: 14pt;">Дополнительные материалы:</span><br /><span style="font-size: 14pt;"><a href="/3g-4g-internet/tarify-interneta-doma-i-dachi/">Тарифные планы операторов<br /><span style="color: #474747;"></span></a><a href="/useful-articles/instrukczii/gsm-manual/">Как усилить сотовую связь GSM<br /><span style="color: #474747;"></span></a><a href="/vopros-otvet/">Часто задаваемые вопросы</a></span><br /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если у вас остались вопросы, звоните по телефонам</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">+375291502944</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><a href="https://kroks.by/upload/shop_1/2/5/7/item_2575/shop_property_file_2575_11435.pdf" target="_blank" rel="noopener">Подробный web-интерфейс роутера. Настройка и управление</a></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Приятного пользования. &nbsp;</span></p>
]]></turbo:content>
    </item>
    <item turbo="true">
      <pubDate>Wed, 18 May 2022 11:37:32 +0300</pubDate>
      <title>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером ZTE</title>
      <description/>
      <yandex:full-text>&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Данная статья посвящена настройке наших усиливающих &lt;a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener"&gt;3G 4G антенн&lt;/a&gt; с помощью роутеров компании ZTE. В частности речь будет идти о акционной модели MF293N.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Важной особенностью ZTE MF293N является возможность подключения внешней &lt;a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener"&gt;3G 4G антенны.&lt;/a&gt; К сожалению расширенной панели наведения антенны как в роутерах &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;КРОКС&lt;/a&gt; нет, поэтому необходимо потратить больше времени на настройку. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Так как роутер 4G с сим картой - это исключает любые потери на согласовании внутренних элементов и выгодно отличает от USB-модемов, таких как например Huawei e3372. Наши замеры на объектах это подтверждают и разница тем больше, чем выше скорость.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span&gt;

&lt;div class="fags" style="margin: 20px 0;" itemscope="itemscope" itemtype="https://schema.org/FAQPage"&gt;
  &lt;h2&gt;Часто задаваемые вопросы&lt;/h2&gt;
  &lt;div class="panel-group" id="accordion"&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
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        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2243" class="accordion-toggle"&gt;▶ Не работает агрегация частот 4G роутера KROKS?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2243" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Этот режим помимо 4G роутера cat.6 должна поддерживать и базовая станция. Уточните у своего сотового оператора. Либо агрегация поддерживается не на той частоте, которую выбрал 4G роутер в автоматическом режиме. Необходима ручная настройка. Пример показан ниже в инструкции.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
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        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2258" class="accordion-toggle"&gt;▶ Не работает агрегация частот 4G роутера TP-Link MR6400&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2258" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Все верно. Данная модель не поддерживает данную функцию.  Этот режим поддерживают только 4G роутеры cat.6. Об &lt;a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener"&gt;агрегации частот&lt;/a&gt; можно прочитать в подробной статье.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
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    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2259"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2259" class="accordion-toggle"&gt;▶ Пользуюсь 4G роутером давно, но только сейчас резко упала скорость?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2259" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Скорее все проблема в загруженности базовой станции или сотовый оператор изменил частоты. Это часто влияет на результат работы. Проделайте настройки по смена частот модема 4G роутера - это обязательно поможет.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
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    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
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        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2246" class="accordion-toggle"&gt;▶ У меня сомнения, что можно настроить все самому?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2246" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Наш дорогой клиент! По данной инструкции смогли настроить оборудование самостоятельно более 3000 клиентов. Разных возрастных групп, разных способностей. Нужно лишь выделить достаточно времени на изучение и настройку. В любом случае и на любом этапе можно обратиться к нашим специалистам и высококвалифицированные инженеры произведут монтаж и настройку оборудования. &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
  &lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2&gt;&lt;span class="h2"&gt;Настройка антенны 3G 4G LTE для дачи, загородного дома&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Настройка оборудования заключается в правильной установке &lt;a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/" target="_blank" rel="noopener"&gt;внешней антенны&lt;/a&gt; в направлении базовой станции (БС) оператора, фиксации в этом направлении и соединении антенны с &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;роутером 4G&lt;/a&gt;. Кроме того функция выбора необходимых частот в моделях ZTE не предусмотрена.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Это выполняется в несколько этапов.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;

&lt;div style="margin: 20px 0;"&gt;
  &lt;h2&gt;Схематичное изображение антенны 3G 4G &lt;/h2&gt;
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&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Высота установки влияет на конечный результат: чем выше, тем лучше. Это важный момент и им не стоит пренебрегать. Наш опыт показывает, что иногда при монтаже антенны 3G 4G разница в высоте всего лишь в 1(!) метр дает прирост скорости в 2(!!) раза. Проверьте не ваш ли это случай.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если известны примерные направления на базовые станции (БС) сотового оператора, то необходимо проверить сигнал сначала с этих направлений.&lt;br /&gt;Если неизвестны спросите у наших менеджеров. Они обязательно помогут.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для этого антенна подключается к роутеру ZTE MF293N с сим-картой. Необходимо отсоединить штатные антенны и через &lt;a href="https://kroks.by/shop/cable-rf/cable-assemblies/" target="_blank" rel="noopener"&gt;кабельные сборки&lt;/a&gt; подключить внешнюю антенну.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Сим-карта вставляется до включения роутера. Обратите внимание на правильность установки сим-карты в слот.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/ZTE-MF293N-3G-4G-CPE-Routers-fig-3.webp" width="619" height="212" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После загрузки роутера 4G (около 1-2 мин.) необходимо подключиться к сети wifi, по умолчанию название сети и пароль &lt;strong&gt;(WLAN key) &lt;/strong&gt;указаны на тыльной стороне роутера. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Необходимо открыть браузер (Explorer, Chrome, Opera, Firefox) и в адресной строке ввести: &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="http://192.168.0.1"&gt;192.168.0.1&lt;/a&gt; и нажать кнопку "Войти"&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_19-min.jpg" width="997" height="641" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Авторизуйтесь в web-интерфейсе 4G роутера. Для этого необходимо ввести пароль указанный в нижней части корпуса роутера &lt;strong&gt;Website password&lt;/strong&gt;. Сразу согласиться с условиями &lt;strong&gt;(Agree)&lt;/strong&gt; и ввести новый пароль для интерфейса и вай-фай сети при необходимости. Принимаем все изменения нажимая &lt;strong&gt;Apply. &lt;/strong&gt;Запомните все пароли или потом придется настраивать с самого начала. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img 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width="1010" height="813" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Далее настройка антенны с помощью 4G роутера по сигналу проста. Ваша задача найти направление с лучшим уровнем сигнала, который можно найти в закладке информации.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/Screenshot_21-min.jpg" width="1014" height="821" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Signal strength &lt;/strong&gt;- показатель уровня сигнала принимаемого приемником модема. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Более высокая мощность принимаемого сигнала, соответствует меньшему отрицатель-ному значению.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt; &lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Медленно поворачивая антенну, необходимо найти лучшие значения &lt;strong&gt;Signal strength&lt;/strong&gt;, т.к. это отрицательные величины, то чем значение ближе к 0, тем лучше (т.е. -65 лучше, чем -75). &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;span style="color: #e67e23;"&gt;&lt;strong&gt;&lt;u&gt;Примечание&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt; – Модем 4G роутера является мульти стандартным устройством, работающим в широком диапазоне частот. При отсутствии покрытия сети 4G, модем автоматически переходит на работу в сети 3G или 2G. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Направления, с которых был получен лучший результат так же необходимо проверить &lt;a href="/sp/" target="_blank" rel="noopener"&gt;сервисом замера скорости интернета&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="/images/спидтест_скрин.png" width="773" height="348" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Запоминаем (а лучше записываем) значения после окончания теста и переходим к следующей базовой станции.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;В направлении где был получен лучший результат необходимо смонтировать кронштейн для антенны.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;На скорость интернета влияет не только уровень сигнала, но и загруженность базовой станции.&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span class="txt-green" style="font-size: 12pt;"&gt;Ниже приведены таблицы, по которым можно ориентировать на примерные значения скорости интернета в зависимости от полученного сигнала. Если у вас скорость интернета меньше прогнозируемой из таблицы, то базовая станция загружена и нужно пробовать ловить сигнал с другой базовой станции или тестировать сим-карту другого оператора.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Прогнозируемая скорость 3G в зависимости от качества сигнала:&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Signal strength (уровень сигнала)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Качество мобильного интернета и примерная скорость&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -30 до -50&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Отличные показатели, скорость 20-40 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -50 до -70&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Хорошие показатели, скорость 15-20 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -70 до -85&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Удовлетворительные показатели, скорость 5-15 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -85 до -110&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Плохие показатели, скорость ниже 5 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Прогнозируемая скорость 4G в зависимости от качества сигнала&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Signal strength (уровень сигнала)&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Качество мобильного интернета и примерная скорость&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -30 до -50&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Отличные показатели, скорость 70-100 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -50 до -70&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Хорошие показатели, скорость 30-70 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -70 до -85&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Удовлетворительные показатели, скорость 10-30 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr style="height: 18px;"&gt;&#13;
&lt;td style="width: 21.7287%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;от -85 до -110&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="width: 61.533%; height: 18px; text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Плохие показатели, скорость ниже 10 Мбит/с&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;&lt;/h3&gt;&#13;
&lt;h3 style="text-align: justify;"&gt;&lt;span class="h3" style="font-size: 12pt;"&gt;Точная настройка антенны.&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После определения лучшего направления и установки кронштейна, необходимо установить антенну на кронштейн в выбранном направлении. Фиксирующие гайки необходимо закрутить без ключа, чтобы антенна держалась в заданном направлении, но ее можно было поворачивать.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Точная настройка осуществляется следующим образом: в секторе +/- 30 градусов от примерного направления на БС с шагом 5-10 градусов делаются замеры &lt;a href="/sp/" target="_blank" rel="noopener"&gt;сервисом замера скорости интернета&lt;/a&gt;. По полученным значениям находится лучшее положение.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если интерфейс роутера 4G роутера позволяет, можно выполнить точную настройку по лучшим значениям &lt;strong&gt;Signal strength (уровень сигнала)&lt;/strong&gt;, как и в предыдущем пункте, а скорость замерять только в направлении лучшего сигнала.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;После того, как точная настройка произведена, необходимо зафиксировать антенну в этом положении.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;&lt;span style="color: #e67e23;"&gt;ВАЖНО!&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Закручивать фиксирующие гайки необходимо равномерно – поочередно подтягивая не более чем на ¼ оборота за раз, т.к. при неравномерной затяжке высока вероятность сбить антенну с лучшего направления. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2 style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Подключение кабельной сборки&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если после установки внешней антенны кабель до модема можно укоротить, если он остается с запасом. Это делать не обязательно, но если есть возможность сократить кабель более чем на 2 метра, то можно немного выиграть в уровне сигнала, т.к. кабель тоже дает небольшие затухание.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если вы обрезали кабель, то нужно заново накрутить F-разъем на обрезанную часть, делается это просто, как с обычным телевизионным кабелем, видеоинструкцию можно посмотреть по &lt;a href="https://www.youtube.com/watch?v=QHEgt99mTkY"&gt;ссылке&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;На этом настройка закончена.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;span style="font-size: 14pt;"&gt;Дополнительные материалы:&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 14pt;"&gt;&lt;a href="/3g-4g-internet/tarify-interneta-doma-i-dachi/"&gt;Тарифные планы операторов&lt;br /&gt;&lt;span style="color: #474747;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="/useful-articles/instrukczii/gsm-manual/"&gt;Как усилить сотовую связь GSM&lt;br /&gt;&lt;span style="color: #474747;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href="/vopros-otvet/"&gt;Часто задаваемые вопросы&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если у вас остались вопросы, звоните по телефонам&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;+375291502944&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="https://kroks.by/upload/shop_1/2/5/7/item_2575/shop_property_file_2575_11435.pdf" target="_blank" rel="noopener"&gt;Подробный web-интерфейс роутера КРОКС. Настройка и управление&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Приятного пользования.  &lt;/span&gt;&lt;/p&gt;</yandex:full-text>
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      <link>https://kroks.by/3g-4g-internet/nastrojka-3g-4g-antenny-dlya-interneta-na-dache-v-derevne-za-gorodom-komplekt-s-4g-routerom-zte/</link>
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<h1>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером ZTE</h1>
</header>
<h2>Настройка 3G 4G антенны для интернета на даче, в деревне, за городом. Комплект с 4G роутером ZTE</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Данная статья посвящена настройке наших усиливающих <a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener">3G 4G антенн</a> с помощью роутеров компании ZTE. В частности речь будет идти о акционной модели MF293N.</span><br /><br /><span style="font-size: 12pt;">Важной особенностью ZTE MF293N является возможность подключения внешней <a href="https://kroks.by/4g-lte-antenna/" target="_blank" rel="noopener">3G 4G антенны.</a>&nbsp;К сожалению расширенной панели наведения антенны как в роутерах <a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">КРОКС</a> нет, поэтому необходимо потратить больше времени на настройку.&nbsp;</span><br /><br /><span style="font-size: 12pt;">Так как роутер 4G с сим картой - это исключает любые потери на согласовании внутренних элементов и выгодно отличает от USB-модемов, таких как например Huawei e3372. Наши замеры на объектах это подтверждают и разница тем больше, чем выше скорость.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span>

<div class="fags" style="margin: 20px 0;" itemscope="itemscope" itemtype="https://schema.org/FAQPage">
  <h2>Часто задаваемые вопросы</h2>
  <div class="panel-group" id="accordion">
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2243" class="accordion-toggle">▶ Не работает агрегация частот 4G роутера KROKS?</a>
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      <div id="collapse2243" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Этот режим помимо 4G роутера cat.6 должна поддерживать и базовая станция. Уточните у своего сотового оператора. Либо агрегация поддерживается не на той частоте, которую выбрал 4G роутер в автоматическом режиме. Необходима ручная настройка. Пример показан ниже в инструкции.</span></p></div>
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        <h3 class="panel-title" itemprop="name">
          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2258" class="accordion-toggle">▶ Не работает агрегация частот 4G роутера TP-Link MR6400</a>
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      <div id="collapse2258" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Все верно. Данная модель не поддерживает данную функцию.&nbsp; Этот режим поддерживают только 4G роутеры cat.6. Об <a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener">агрегации частот</a> можно прочитать в подробной статье.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2259" class="accordion-toggle">▶ Пользуюсь 4G роутером давно, но только сейчас резко упала скорость?</a>
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      <div id="collapse2259" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Скорее все проблема в загруженности базовой станции или сотовый оператор изменил частоты. Это часто влияет на результат работы. Проделайте настройки по смена частот модема 4G роутера - это обязательно поможет.</span></p></div>
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2246" class="accordion-toggle">▶ У меня сомнения, что можно настроить все самому?</a>
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      <div id="collapse2246" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Наш дорогой клиент! По данной инструкции смогли настроить оборудование самостоятельно более 3000 клиентов. Разных возрастных групп, разных способностей. Нужно лишь выделить достаточно времени на изучение и настройку. В любом случае и на любом этапе можно обратиться к нашим специалистам и высококвалифицированные инженеры произведут монтаж и настройку оборудования.&nbsp;</span><br /><br /></p></div>
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</span></span></p>
<h2><span class="h2">Настройка антенны 3G 4G LTE для дачи, загородного дома</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Настройка оборудования заключается в правильной установке <a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/" target="_blank" rel="noopener">внешней антенны</a>&nbsp;в направлении базовой станции (БС) оператора, фиксации в этом направлении и соединении антенны с&nbsp;<a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">роутером 4G</a>. Кроме того функция выбора необходимых частот в моделях ZTE не предусмотрена.</span></p>
<p><span style="font-size: 12pt;">Это выполняется в несколько этапов.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">

<div style="margin: 20px 0;">
  <h2>Схематичное изображение антенны 3G 4G </h2>
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</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Высота установки влияет на конечный результат: чем выше, тем лучше. Это важный момент и им не стоит пренебрегать. Наш опыт показывает, что иногда при монтаже антенны 3G 4G разница в высоте всего лишь в 1(!) метр дает прирост скорости в 2(!!) раза. Проверьте не ваш ли это случай.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если известны примерные направления на базовые станции (БС) сотового оператора, то необходимо проверить сигнал сначала с этих направлений.<br />Если неизвестны спросите у наших менеджеров. Они обязательно помогут.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для этого антенна подключается к роутеру ZTE MF293N с сим-картой. Необходимо отсоединить штатные антенны и через <a href="https://kroks.by/shop/cable-rf/cable-assemblies/" target="_blank" rel="noopener">кабельные сборки</a> подключить внешнюю антенну.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Сим-карта вставляется до включения роутера. Обратите внимание на правильность установки сим-карты в слот.</span></p>
<p><span style="font-size: 12pt;"><img src="/images/ZTE-MF293N-3G-4G-CPE-Routers-fig-3.webp" width="619" height="212" alt="" style="display: block; margin-left: auto; margin-right: auto;" /><br /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">После загрузки роутера 4G (около 1-2 мин.) необходимо подключиться к сети wifi, по умолчанию название сети и пароль <strong>(WLAN key) </strong>указаны на тыльной стороне роутера.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Необходимо открыть браузер (Explorer, Chrome, Opera, Firefox) и в адресной строке ввести:&nbsp;</span><br /><span style="font-size: 12pt;"><a href="http://192.168.0.1">192.168.0.1</a> и нажать кнопку "Войти"</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_19-min.jpg" width="997" height="641" alt="" style="display: block; margin-left: auto; margin-right: auto;" /><br /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Авторизуйтесь в web-интерфейсе 4G роутера. Для этого необходимо ввести пароль указанный в нижней части корпуса роутера <strong>Website password</strong>. Сразу согласиться с условиями <strong>(Agree)</strong> и ввести новый пароль для интерфейса и вай-фай сети при необходимости. Принимаем все изменения нажимая <strong>Apply. </strong>Запомните все пароли или потом придется настраивать с самого начала.&nbsp;</span></p>
<p><span style="font-size: 12pt;"><img 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width="1010" height="813" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Далее настройка антенны с помощью 4G роутера по сигналу проста. Ваша задача найти направление с лучшим уровнем сигнала, который можно найти в закладке информации.</span></p>
<p><span style="font-size: 12pt;"><img src="/images/Screenshot_21-min.jpg" width="1014" height="821" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span><span style="font-size: 12pt;"><br /></span><span style="font-size: 12pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Signal strength </strong>- показатель уровня сигнала принимаемого приемником модема. Измеряется по логарифмической шкале в дБм (dBm) и отображается в виде отрицательных значений. Более высокая мощность принимаемого сигнала, соответствует меньшему отрицатель-ному значению.</span><br /><span style="font-size: 12pt;"> <strong></strong></span><span style="font-size: 12pt;"></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Медленно поворачивая антенну, необходимо найти лучшие значения <strong>Signal strength</strong>, т.к. это отрицательные величины, то чем значение ближе к 0, тем лучше (т.е. -65 лучше, чем -75).&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;" class="txt-blue"><span style="color: #e67e23;"><strong><u>Примечание</u></strong></span> &ndash; Модем 4G роутера является мульти стандартным устройством, работающим в широком диапазоне частот. При отсутствии покрытия сети 4G, модем автоматически переходит на работу в сети 3G или 2G.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Направления, с которых был получен лучший результат так же необходимо проверить <a href="/sp/" target="_blank" rel="noopener">сервисом замера скорости интернета</a></span></p>
<p><span style="font-size: 12pt;"><img src="/images/спидтест_скрин.png" width="773" height="348" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Запоминаем (а лучше записываем) значения после окончания теста и переходим к следующей базовой станции.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">В направлении где был получен лучший результат необходимо смонтировать кронштейн для антенны.</span></p>
<h2 style="text-align: justify;"><span style="font-size: 12pt;"><strong>На скорость интернета влияет не только уровень сигнала, но и загруженность базовой станции.</strong></span></h2>
<p style="text-align: justify;"><span class="txt-green" style="font-size: 12pt;">Ниже приведены таблицы, по которым можно ориентировать на примерные значения скорости интернета в зависимости от полученного сигнала. Если у вас скорость интернета меньше прогнозируемой из таблицы, то базовая станция загружена и нужно пробовать ловить сигнал с другой базовой станции или тестировать сим-карту другого оператора.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Прогнозируемая скорость 3G в зависимости от качества сигнала:</strong></span></p>
<table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;">
<tbody>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Signal strength (уровень сигнала)</strong></span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Качество мобильного интернета и примерная скорость</strong></span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -30 до -50</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Отличные показатели, скорость 20-40 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -50 до -70</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Хорошие показатели, скорость 15-20 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -70 до -85</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Удовлетворительные показатели, скорость 5-15 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -85 до -110</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Плохие показатели, скорость ниже 5 Мбит/с</span></td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Прогнозируемая скорость 4G в зависимости от качества сигнала</strong></span></p>
<table border="1" style="border-collapse: collapse; width: 97.5814%; height: 90px;">
<tbody>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Signal strength (уровень сигнала)</strong></span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;"><strong>Качество мобильного интернета и примерная скорость</strong></span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -30 до -50</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Отличные показатели, скорость 70-100 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -50 до -70</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Хорошие показатели, скорость 30-70 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -70 до -85</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Удовлетворительные показатели, скорость 10-30 Мбит/с</span></td>
</tr>
<tr style="height: 18px;">
<td style="width: 21.7287%; height: 18px; text-align: center;"><span style="font-size: 12pt;">от -85 до -110</span></td>
<td style="width: 61.533%; height: 18px; text-align: center;"><span style="font-size: 12pt;">Плохие показатели, скорость ниже 10 Мбит/с</span></td>
</tr>
</tbody>
</table>
<h3></h3>
<h3 style="text-align: justify;"><span class="h3" style="font-size: 12pt;">Точная настройка антенны.</span></h3>
<p style="text-align: justify;"><span style="font-size: 12pt;">После определения лучшего направления и установки кронштейна, необходимо установить антенну на кронштейн в выбранном направлении. Фиксирующие гайки необходимо закрутить без ключа, чтобы антенна держалась в заданном направлении, но ее можно было поворачивать.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Точная настройка осуществляется следующим образом: в секторе +/- 30 градусов от примерного направления на БС с шагом 5-10 градусов делаются замеры <a href="/sp/" target="_blank" rel="noopener">сервисом замера скорости интернета</a>. По полученным значениям находится лучшее положение.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если интерфейс роутера 4G роутера позволяет, можно выполнить точную настройку по лучшим значениям <strong>Signal strength (уровень сигнала)</strong>, как и в предыдущем пункте, а скорость замерять только в направлении лучшего сигнала.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">После того, как точная настройка произведена, необходимо зафиксировать антенну в этом положении.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong><span style="color: #e67e23;">ВАЖНО!</span></strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Закручивать фиксирующие гайки необходимо равномерно &ndash; поочередно подтягивая не более чем на &frac14; оборота за раз, т.к. при неравномерной затяжке высока вероятность сбить антенну с лучшего направления.&nbsp;</span></p>
<h2 style="text-align: justify;"><span style="font-size: 12pt;">Подключение кабельной сборки</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если после установки внешней антенны кабель до модема можно укоротить, если он остается с запасом. Это делать не обязательно, но если есть возможность сократить кабель более чем на 2 метра, то можно немного выиграть в уровне сигнала, т.к. кабель тоже дает небольшие затухание.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если вы обрезали кабель, то нужно заново накрутить F-разъем на обрезанную часть, делается это просто, как с обычным телевизионным кабелем, видеоинструкцию можно посмотреть по <a href="https://www.youtube.com/watch?v=QHEgt99mTkY">ссылке</a>.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">На этом настройка закончена.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;" class="txt-blue"><span style="font-size: 14pt;">Дополнительные материалы:</span><br /><span style="font-size: 14pt;"><a href="/3g-4g-internet/tarify-interneta-doma-i-dachi/">Тарифные планы операторов<br /><span style="color: #474747;"></span></a><a href="/useful-articles/instrukczii/gsm-manual/">Как усилить сотовую связь GSM<br /><span style="color: #474747;"></span></a><a href="/vopros-otvet/">Часто задаваемые вопросы</a></span><br /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если у вас остались вопросы, звоните по телефонам</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">+375291502944</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><a href="https://kroks.by/upload/shop_1/2/5/7/item_2575/shop_property_file_2575_11435.pdf" target="_blank" rel="noopener">Подробный web-интерфейс роутера КРОКС. Настройка и управление</a></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Приятного пользования. &nbsp;</span></p>
]]></turbo:content>
    </item>
    <item turbo="true">
      <pubDate>Mon, 18 Apr 2022 16:20:25 +0300</pubDate>
      <title>Интернет за городом в горнолыжном комплексе Силичи</title>
      <description/>
      <yandex:full-text>&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Проблема&lt;/strong&gt;: отсутствие уверенного приема 3G/4G сигнала в беседке полузакрытого типа. Из-за сложного рельефа во всем Логойском районе достаточно часто стоит вопрос интернета за городом на разумных скоростях. На этот раз такая  задача возникла в горнолыжном центре Силичи. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;strong&gt;Задача&lt;/strong&gt;: привести высокоскоростной интернет за городом и обеспечить доступ по WiFi для проведения event-мероприятия.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;С помощью замеров  было найдено оптимальное направление для установки оборудования. Подобран комплект с антенной &lt;a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/shirokopolosnaia-2g3g4g-mimo-antenna-usileniem-18-db-kaa18-17002700/"&gt;КАА18-1700/2700&lt;/a&gt;, благодаря которому удалось получить скорость 35Мбит/сек, используя оператора &lt;a href="https://kroks.by/3g-4g-internet/kachestvennyy-internet-dlya-zagorodnogo-doma-ot-mts/" target="_blank" rel="noopener"&gt;МТС&lt;/a&gt;. С учетом расположения оборудования на улице, как точка раздачи интернета было выбрано устройство mikrotik, их уличная версия маршрутизатора, питающегося по витой паре. Таким образом, зона покрытия WiFi составила общей площадью около 2500 кв.м., и  даже за границами беседки гости мероприятия могут пользоваться уверенным интернетом. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Задача по обеспечению интернета и настройка гостевой сети Wi-Fi выполнена.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Тарифный план клиент выбирал сам, какие бывают &lt;/span&gt;&lt;noindex&gt;&lt;a href="https://kroks.by/3g-4g-internet/tarify-interneta-doma-i-dachi/" target="_blank" rel="noopener"&gt;&lt;span style="font-size: 12pt;"&gt;тарифные планы интернета для дома и дачи&lt;/span&gt;&lt;/a&gt;&lt;/noindex&gt;&lt;span style="font-size: 12pt;"&gt; мы подробно описали в статье по ссылке.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если у вас похожая проблема оставляйте заявку на &lt;a href="https://evonet.bitrix24.ru/pub/form/6_ne_nashli_chto_iskali/x3tj8e/"&gt;обратный звонок&lt;/a&gt;, мы вам поможем!&lt;br /&gt;&lt;br /&gt;&lt;img 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width="291" height="397" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span class="txt-blue" style="font-size: 12pt;"&gt;&lt;strong&gt;Как официальные представители завода-производители несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета на даче в рассрочку до 3х месяцев.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;С &lt;strong&gt;отзывами о нас&lt;/strong&gt; можно ознакомится на сайтах &lt;a href="https://kroks.by/google" target="_blank" rel="noopener"&gt;Google&lt;/a&gt; и &lt;a href="https://kroks.by/yandex" target="_blank" rel="noopener"&gt;Яндекс&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;</yandex:full-text>
      <guid>https://kroks.by/3g-4g-internet/internet-za-gorodom-silichi/</guid>
      <link>https://kroks.by/3g-4g-internet/internet-za-gorodom-silichi/</link>
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<header>
<figure>
<img src="https://kroks.by/upload/information_system_426/2/1/9/item_2198/item_2198.png" />
</figure>
<h1>Интернет за городом в горнолыжном комплексе Силичи</h1>
</header>
<h2>Интернет за городом в горнолыжном комплексе Силичи</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Проблема</strong>: отсутствие уверенного приема 3G/4G сигнала в беседке полузакрытого типа. Из-за сложного рельефа во всем Логойском районе достаточно часто стоит вопрос интернета за городом на разумных скоростях. На этот раз такая&nbsp; задача возникла в горнолыжном центре Силичи.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><strong>Задача</strong>: привести высокоскоростной интернет за городом и обеспечить доступ по WiFi для проведения event-мероприятия.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">С помощью замеров&nbsp; было найдено оптимальное направление для установки оборудования. Подобран комплект с антенной&nbsp;<a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/shirokopolosnaia-2g3g4g-mimo-antenna-usileniem-18-db-kaa18-17002700/">КАА18-1700/2700</a>, благодаря которому удалось получить скорость 35Мбит/сек, используя оператора <a href="https://kroks.by/3g-4g-internet/kachestvennyy-internet-dlya-zagorodnogo-doma-ot-mts/" target="_blank" rel="noopener">МТС</a>. С учетом расположения оборудования на улице, как точка раздачи интернета было выбрано устройство mikrotik, их уличная версия маршрутизатора, питающегося по витой паре. Таким образом, зона покрытия WiFi составила общей площадью около 2500 кв.м., и&nbsp; даже за границами беседки гости мероприятия могут пользоваться уверенным интернетом.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Задача по обеспечению интернета и настройка гостевой сети Wi-Fi выполнена.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Тарифный план клиент выбирал сам, какие бывают&nbsp;</span><noindex><a href="https://kroks.by/3g-4g-internet/tarify-interneta-doma-i-dachi/" target="_blank" rel="noopener"><span style="font-size: 12pt;">тарифные планы интернета для дома и дачи</span></a></noindex><span style="font-size: 12pt;">&nbsp;мы подробно описали в статье по ссылке.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если у&nbsp;вас&nbsp;похожая проблема оставляйте заявку на&nbsp;<a href="https://evonet.bitrix24.ru/pub/form/6_ne_nashli_chto_iskali/x3tj8e/">обратный звонок</a>, мы&nbsp;вам&nbsp;поможем!<br /><br /><img src="data:image/jpeg;base64,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width="291" height="397" alt="" style="display: block; margin-left: auto; margin-right: auto;" /><br /><br /></span></p>
<p style="text-align: center;"><span class="txt-blue" style="font-size: 12pt;"><strong>Как официальные представители завода-производители несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.</strong></span></p>
<p style="text-align: center;"><span style="font-size: 12pt;">Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета на даче в рассрочку до 3х месяцев.</span></p>
<p style="text-align: center;"><span style="font-size: 12pt;">С&nbsp;<strong>отзывами о нас</strong>&nbsp;можно ознакомится на сайтах&nbsp;<a href="https://kroks.by/google" target="_blank" rel="noopener">Google</a>&nbsp;и&nbsp;<a href="https://kroks.by/yandex" target="_blank" rel="noopener">Яндекс</a>.</span></p>
]]></turbo:content>
    </item>
    <item turbo="true">
      <pubDate>Mon, 04 Apr 2022 10:55:24 +0300</pubDate>
      <title>5G интернет</title>
      <description/>
      <yandex:full-text>&lt;h2&gt;&lt;span class="h2"&gt;5G: как работает технология и зачем нам это нужно&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p&gt;Технология 5G в последнее десятилетие приобрела статус наиболее обсуждаемой в обществе. Согласно оценкам агентства Gartner Hype Cycle for Emerging Technologies в августе 2019 года был зафиксирован пик ожиданий в отношении 5G интернета. Чаще всего в таких случаях, информация преподносится фрагментировано, а проверенные сведения достаточно субъективны. В данном материале будет представлена полная информация о технологии 5G в разрезе технических параметров, целей и опыта использования.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;О чем мы поговорим:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Предназначение 5G и история появления технологии;&lt;/li&gt;&#13;
&lt;li&gt;Частота 5G - какой диапазон частот будет выделен для 5G;&lt;/li&gt;&#13;
&lt;li&gt;Скорость 5G - в чем и на сколько отличие от предыдущих поколений;&lt;/li&gt;&#13;
&lt;li&gt;Кому будет актуально обратить внимание на данную инновацию;&lt;/li&gt;&#13;
&lt;li&gt;Отдельные кейсы успешной интеграции 5G в бизнес;&lt;/li&gt;&#13;
&lt;li&gt;Техническое устройство сетей 5G;&lt;/li&gt;&#13;
&lt;li&gt;Какие риски могут сопровождать процесс внедрения сетей 5G, а также какова реальная ситуация на рынке.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h2&gt;Что такое 5G?&lt;/h2&gt;&#13;
&lt;p&gt;Термином 5G принято обозначать новое поколение сетей для передачи мобильных данных. Ключевое отличие этой технологии от общеизвестной 4G проявляется в целом перечне преимуществ:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Увеличение скорости передачи информации внутри сети;&lt;/li&gt;&#13;
&lt;li&gt;Уменьшенная задержка приема-передачи пакетов информации;&lt;/li&gt;&#13;
&lt;li&gt;Увеличенное количество устройств, которые могут одновременно находиться в сети без потери качества сигнала;&lt;/li&gt;&#13;
&lt;li&gt;Высокий уровень энергоэффективности;&lt;/li&gt;&#13;
&lt;li&gt;Увеличенные каналы, позволяющие значительно повысить пропускную способность всей сети;&lt;/li&gt;&#13;
&lt;li&gt;Увеличение мобильности пользователей.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;Применительно к сетям 5G необходимо отметить один важный нюанс, который представляется в масштабной виртуализации. Эта технология не упирается в классические инновации в техническо-аппаратном обеспечении. Большая часть решений в 5G сосредоточена именно в программных решениях. Технология 5G обеспечивает большую скорость, режим прямого подключения между устройствами при меньших задержках. Для подключения к новым сетям нужны соответствующие 5G модемы.&lt;/p&gt;&#13;
&lt;p&gt;Принципиальным подходом в новых сетях 5G является продуктовые решения, которые определяют основные параметры мощности. Интересным решением представляется высокая адаптивность данных сетей, что заключается в индивидуальной подстройке параметров к любому подключенному потребителю данных, начиная от рядового пользователя ноутбука, заканчивая производственной площадкой с высокой нагрузкой на сеть.&lt;/p&gt;&#13;
&lt;p&gt;Традиционный подход, который до анонса 5G сложился внутри индустрии – это последовательное увеличение физических характеристик с каждой последующей версией сети. Применительно же к 5G имеет место быть инновационное решение, которое заключено в новом понимании сетей, как таковых. Это позволит придать значительный импульс к развитию для целого ряда отраслей. На практике, масштабная интеграция новой сети обернется формированием принципиально новых бизнес-процессов и моделей, новых взаимодействий между привычными гаджетами, а также развитием инновационных подходов к производству и сервису.&lt;/p&gt;&#13;
&lt;h2&gt;Как появилась технология?&lt;/h2&gt;&#13;
&lt;p&gt;Прежде всего необходимо отметить, что разделение на поколения применительно к мобильным сетям носит достаточно условный характер. Если представить всю цепочку развития в ретроспективной хронологии, то получается следующая ситуация:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Технология 1G (дата появления примерно 1980-й год) – аналоговая сотовая связь;&lt;/li&gt;&#13;
&lt;li&gt;Технология 2G (дата появления примерно 1990-й год) – первые цифровые подходы, которые интегрировались в сети передачи данных (SMS);&lt;/li&gt;&#13;
&lt;li&gt;Технология 3G (дата появления примерно 2000-й год) – впервые в истории цифровых сетей скорость передачи данных превысила 1 Mbps (это такие технологии, как EVDO, HSPA и UMTS);&lt;/li&gt;&#13;
&lt;li&gt;Технология 4G (дата появления примерно 2010-1 год) – повсеместное внедрение сетей со скоростью передачи данных до 1 Gbps с масштабной интеграцией стандартов LTE и WiMAX.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;Что касается запуска сетей 5G, то тут основным подходом является внедрение единого глобального стандарта. За разработку отвечают мировые лидеры в области технологий передачи данных, которые сводятся к следующим компаниям и организациям.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;3GPP&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Это целый консорциум, который был основан исключительно для формирования единого стандартного подхода к технологии 3G. Внутри данного объединения представлены ведущие игроки в отрасли, а также ряд регуляторов (развитые страны). Вместе они работают над единым стандартом беспроводной связи.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;ITU-R&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Это выделенное подразделение в Организации Объединенных Наций, которое специализируется на технологиях коммуникации. Этой структуре подконтролен процесс стандартизации технологий радиосвязи, а также они следят за использованием радиочастотного спектра в международном пространстве.&lt;/p&gt;&#13;
&lt;p&gt;Старт работы над технологией 5G был дан в 2015-м году, где отправной точкой считается формирование стандарта IMT-2020 (разработчик – ITU-R). Именно внутри данного стандарта заключались основные требования к сетям нового поколения. Предшественником данного стандарта считается ITU-Advanced, на основании него были разработаны сети поколения 4G. Для более полного понимания приведем сравнительную характеристику этих двух стандартов.&lt;/p&gt;&#13;
&lt;table&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td width="191"&gt;&#13;
&lt;p&gt;&lt;strong&gt;Характеристика&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="186"&gt;&#13;
&lt;p&gt;&lt;strong&gt;Технология 4&lt;/strong&gt;&lt;strong&gt;G&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="189"&gt;&#13;
&lt;p&gt;&lt;strong&gt;Технология 5&lt;/strong&gt;&lt;strong&gt;G&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td width="191"&gt;&#13;
&lt;p&gt;Максимальная скорость передачи данных&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="186"&gt;&#13;
&lt;p&gt;1 Gbps&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="189"&gt;&#13;
&lt;p&gt;20 Gbps&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td width="191"&gt;&#13;
&lt;p&gt;Доступная скорость для конечного пользователя&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="186"&gt;&#13;
&lt;p&gt;10 Mbps&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="189"&gt;&#13;
&lt;p&gt;100 Mbps&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td width="191"&gt;&#13;
&lt;p&gt;Пинг&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="186"&gt;&#13;
&lt;p&gt;10 миллисекунд&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="189"&gt;&#13;
&lt;p&gt;4 миллисекунды (или 1 миллисекунда при работе по стандарту URLLC)&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td width="191"&gt;&#13;
&lt;p&gt;Пиковая скорость пользователя без влияния на сигнал&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="186"&gt;&#13;
&lt;p&gt;350 км/ч&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="189"&gt;&#13;
&lt;p&gt;500 км/ч&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td width="191"&gt;&#13;
&lt;p&gt;Плотность подключения&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="186"&gt;&#13;
&lt;p&gt;До 100 000 клиентов на кв. км.&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="189"&gt;&#13;
&lt;p&gt;До 1 000 000 клиентов на кв. км.&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td width="191"&gt;&#13;
&lt;p&gt;Трафик, отнесенный к единице площади&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="186"&gt;&#13;
&lt;p&gt;0,1 Мбит/с/кв.м&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td width="189"&gt;&#13;
&lt;p&gt;10 Мбит/с/кв.м&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&lt;h2&gt;Сравнение технологии 4G и 5G представлено на рисунке:&lt;/h2&gt;&#13;
&lt;p&gt; &lt;img src="/images/4-5G.png" width="523" height="370" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/p&gt;&#13;
&lt;p&gt;Компания ITU-R регулярно проводит Всемирные конференции по радиосвязи (более распространенное название WRC). Примерно один раз в 3-4 года вся мировая индустрия фокусирует свое внимание на вопросах глобального развития технологий радиосвязи, а также фиксируются стратегические решения по дальнейшим шагам развития.&lt;/p&gt;&#13;
&lt;p&gt;К примеру, в рамках WRC-15 было принято решение, согласно которому радиочастотный диапазон 3,40-3,60 GHz был зарезервирован в ряде стран-участниц для организации мобильной широкополосной связи (технология MBB). В данный момент именно данные частоты стали фундаментом для развертки на их основе инновационных сетей 5G для рядовых пользователей. Следующая конференция WRC-19 прошла 28.10-22.11.2019, где в повестке значилось дополнительное выделение радиочастотного диапазона свыше 6 GHz под нужды сетей 5G.&lt;/p&gt;&#13;
&lt;p&gt;Консорциумом 3GPP были сфокусированы усилия относительно технологий радиодоступа (Radio Access Technology), в рамках которого были представлены новые поколения решений для нужд сетей 5G - 5G New Radio или 5G NR. В планах дальнейшей разработки – новые стандарты и спецификации, которые фактически представят будущий облик технологии, как облика мобильной связи. Стартовой точкой стал сборник требований к сетям 5G под названием «Release-15» (выпущен в 2018 году), но интерес представляют и дальнейшие работы «Release-16» и «Release-17».&lt;/p&gt;&#13;
&lt;h2&gt;Частотный спектр&lt;/h2&gt;&#13;
&lt;p&gt;Реклама в интернете чаще всего вводит пользователей в заблуждение. В случае с сетями 5G именно так все и было – маркетологи описывают эту инновация, как повсеместное покрытие с гигабитной скоростью, доступное каждому пользователю на радиочастотах примерно в районе 3 GHz. Ситуация с одной стороны прозаичнее, а с другой стороны намного сложнее.&lt;/p&gt;&#13;
&lt;p&gt;В первую очередь необходимо понимать, что перемещение устройства приема данных в радиодиапазон с более высокой частотой не влияет напрямую на увеличение скорости, как таковой. Во-вторых, технология не ограничивается ранее упомянутым спектром 3,40-3,80 GHz. В рамках развертки сетей нового поколения будут задействованы такие забытые частоты, как 0,700 GHz и 70 GHz (и даже выше).&lt;/p&gt;&#13;
&lt;p&gt;Еще один принципиальный момент, который необходимо понимать конечному пользователю – это отсутствие каких-то реально ошеломляющих скоростей. Эта перспектива действительно реальна в будущем, но она относится к этапу повсеместной установки оборудования mmWave. Эта технология подразумевает прием-передачу радиочастотных волн миллиметрового диапазона – они короче, но и гаснут быстрее. С другой стороны их использование и позволит добиться гигабитной скорости на пользовательских девайсах. Использование технологий 5G на существующем оборудовании таких прорывов не обещает.&lt;/p&gt;&#13;
&lt;p&gt;Становится очевидной потребность в переходе на новые радиочастотные диапазоны – это исключительно нехватка частот в существующих спектрах ниже 6,00 GHz. Операторам нужны свободные частоты с более широкими полосами передачи данных, что и приводит к потребностям в разработке новых стандартов.&lt;/p&gt;&#13;
&lt;p&gt;5G-интернет работает на отличных от 4G радиочастотах. Радиоспектры устаревающих сетей – 0,8 / 1,8 / 2,6 ГГц, роутер 5G работает в более широком и высоком частотном диапазоне, разбитом на два блока: до 6 ГГц / 6 – 52,6 ГГц.  Они обеспечивают увеличенную пропускную способность, позволяют создавать более масштабные сети. Сигналы на сверхвысоких частотах передаются направленно, поэтому не мешают работе иного беспроводного оборудования. Роутер 5G потребляет меньше электричества, чем 4G, который большую часть энергии расходует впустую – распространяет сигнал во все направления.&lt;/p&gt;&#13;
&lt;p&gt;&lt;span class="txt-blue"&gt;&lt;em&gt;Мобильный интернет 5&lt;/em&gt;&lt;em&gt;G&lt;/em&gt;&lt;em&gt; работает только на новых устройствах со встроенным модемом пятого поколения.&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;Роутер 5G передаёт и принимает информацию на более коротких радиоволнах, для его работы достаточно компактной антенны, однако её придётся очень точно наводить на излучатель. Новая базовая станция может работать с большим количеством устройств, чем 4G.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Если подходить формально, то в рамках 5G NR выделяется два диапазона:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;1 Frequency Range 1&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Диапазон FR1 собрал внутри себя все частоты, которые традиционно использовались потребителями в рамках диапазона sub-6 GHz (или другими словами – это полосы, которые лежат ниже 6 GHz). Как уже отмечалось выше, диапазоны частот, которые заняты предыдущими поколениями технологий передачи данных, также будут адаптированы под 5G за счет рефарминга. Стоит обратить внимание на технологии кодирования, которые увеличивают эффективность сразу на +30%, если сравнивать её с аналогичным значением для LTE.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;2 Frequency Range 2&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Внутри диапазона FR2 содержатся абсолютно новые частоты, которые возникают при использовании волн миллиметрового диапазона. Старт полосы начинается с 24 GHz и может распространяться вплоть до 50 GHz (и даже выше), что определяется регуляторными подходами в конкретной стране и оборудованием оператора связи. У данных диапазонов достаточно малая дальность, а также сниженная проникающая способность. Для поддержания подобной инфраструктуры нельзя использовать классические базовые станции, а необходимо переходить на small cells (большое количество маленьких сотовых ячеек).&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Ширина полосы&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Шириной полосы регулируется количество данных для передачи, по принципу «чем больше ширина – тем больше данных можно передать за один пакет». Общепринятая мировая и отечественная практика – это выдача в использование полос по 5, 10 и 20 Mhz, которые могут быть интегрированы в единый кластер до 100 Mhz. Существующий диапазон sub-6 Ghz будет постепенно трансформироваться под технологию 5G, соответственно в нем произойдет расширение полосы до кластера 160 Mhz. Если же говорить об инновационном миллиметровом диапазоне, тот тут станет возможным выделение кластеров 300, 400 и даже 800 Mhz, которые будут зарезервированы для фиксированного доступа для передачи данных. Эта информация представлена согласно планам крупнейшего провайдера мобильной связи – Verizon.&lt;/p&gt;&#13;
&lt;p&gt;Нельзя назвать диапазон FR1 в полной мере однородным на территории различных стран. К примеру, в большинстве стран-лидеров по внедрению коммуникационных технологий (в первую очередь США и Европа) разработчики технологий ориентируются на сетевой диапазон 3,40-3,80 GHz. В странах восточного региона (прежде всего Япония, Китай, а также Российская Федерация) практикуют развертку диапазона FR1 в пределах 4,40-4,99 GHz. Все это происходит исключительно из-за нехватки частот в спектре 3,40-3,80.&lt;/p&gt;&#13;
&lt;p&gt;Этот фактор является предметом активных дискуссий – все они порождены небезосновательными опасениями в том, что будет возникать дефицит оборудования совместимого для работы в двух диапазонах частот. Кроме этого, будут возникать издержки операторов сотовой связи, с одновременным снижением качества работы. Есть и компромиссные решения, которые, однако, все еще в процессе проработки.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Рефарминг частот&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Уникальная технология для сетей 5G – это рефарминг частот. Если рассматривать каждое последующее поколение мобильной связи, то ключевые отличия скрываются не только в измененном диапазоне, но также и в усовершенствованных (или полностью измененных) технологиях кодирования. При этом актуальна и обратная совместимость, где каждое последующее поколение совместимо для работы с предыдущим. Иными словами, станции для LTE или GSM продолжат свое функционирование на базе технологии 5G.&lt;/p&gt;&#13;
&lt;p&gt;Фактически, рефарминг – это своеобразный способ экономии на технологической инфраструктуре, где неизменным остается покрытие сетями нового поколения. Старт развертки 5G будет происходить на существующем оборудовании, которое поддерживает функционирование сетей 4G (этот процесс будет характеризовать наступление этапа NSA или non-standalone). Далее будут производиться работы по развертке соответствующих технических решений и инфраструктуры, что будет характеризовать наступление этапа SA или standalone. На данном этапе будут в полной мере доступны преимущества 5G.&lt;/p&gt;&#13;
&lt;p&gt;5G-интернет легко адаптируется к типу контента, при возможности оборудование переходит в режим энергосбережения при передаче на низкой скорости.&lt;/p&gt;&#13;
&lt;p&gt;Скорость 5G модема достигает 3,6 Гбит/с, пиковая пропускная способность устройств в сетях предыдущего поколения – 600 Мбит/с, пропускная способность премиальных моделей достигает максимум 1 Гбит/с. Причём на скорость 5G стороннее магнитное излучение практически не влияет.&lt;/p&gt;&#13;
&lt;p&gt;Роутер 5G превратит быстрый интернет в мгновенный: вы забудете о задержках, понятии «время загрузки», сжатие данных для передачи. Высокоскоростная магистраль позволяет объединить миллиарды устройств в одну сверхзащищённую сеть – интернет вещей, где они могут взаимодействовать практически без задержек.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Для кого это актуально&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Массмедиа сформировало у рядового потребителя телекоммикационных услуг четкую ассоциацию 5G вместе с высокими скоростями интернета, технологиями умного дома и дополненной реальности, а также с беспилотными летательными аппаратами. Важно понимать, что сети 5G – это в первую очередь сегмент, ориентированный на промышленного и производственного пользователя. Основным заказчиком разработки технологий в данном секторе выступают именно корпорации. В сегменте интернета вещей зафиксирован наиболее стремительный рост объема передаваемых данных и количества устройств.&lt;/p&gt;&#13;
&lt;p&gt;Опираясь на мировую практику коммерческой интеграции сетей с технологией 5G, можно с уверенностью утверждать, что рост абонентов показывает намного более высокую тенденцию, нежели, чем это было зафиксировано для сетей LTE или 3G. В частности, для последнего планка в 500 000 000 пользователей была достигнута только на временном промежутке в 10 лет. Для LTE этого же объёма пользователей удалось достичь за 5 лет. Аналитики прогнозируют достижение данного показателя в сетях 5G всего за 2-3 года.&lt;/p&gt;&#13;
&lt;p&gt;Важно также поговорить о концепции network slicing, которая позволяет дифференцировать ресурсы сети под потребности и задачи потребителей из разных сегментов. Фактически происходит виртуальное разделение физической инфраструктуры, где каждому разделенному сегменту выделяются ресурсы и технологии, позволяющие более эффективно решать задачи конкретного объединения пользователей.&lt;/p&gt;&#13;
&lt;p&gt;Главный недостаток передачи информации на сверхвысоких частотах – плохое преодоление препятствий сигналом из-за малой длины волны. Антенны модема 5G должны находиться в пределах прямой видимости с базовой станцией, что усложняет монтаж беспроводных сетей нового поколения, стоимость их развёртывания из-за использования множества ретрансляторов. Для тех случаев, где добиться прямой видимости не удастся необходимо использовать &lt;a href="https://kroks.by/5g-antenna/" target="_blank" rel="noopener"&gt;внешние антенны 5G&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Если обращаться к IMT-2020, то можно выделить три базовых сценария использования мобильной связи 5G:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;eMBB — Enhanced Mobile Broadband / Улучшенная Мобильная Широкополосная связь&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;На пользовательском уровне потребителей мобильного интернета произойдут изменения в скорости и качестве передачи данных. Для интернета внутри зданий показатель будет зафиксирован на отметке 1 Gbps, а для уличного покрытия – до 300 Mbps. Эти скорости можно будет достичь посредством постепенного запуска обновленного оборудования, которое работает в диапазоне mmWave. Отличительная характеристика в том, что новые антенны будут небольшого размера, opа счет чего отлично впишутся в окружающий городской ландшафт.&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;URLLC — Ultra Reliable and Low Latency Communications / Сверхнадёжные коммуникации с низкой задержкой&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;Этот сценарий относится к тому типу коммуникаций, где критичными параметром выступает как можно более низкая задержка. Это имеет место быть для транспорта с автономным управлением, где при наступлении критической ситуации потребуется задержка сигнала для принятия решения не более 1 миллисекунды. В мировом сообществе ведется активная дискуссия, в рамках которой предлагают заменить данные технологии системами спутниковой навигации.&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;мMTC — massive Machine Type Communication / Массовые межмашинные коммуникации&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;Аббревиатурами IoT и М2М называют обмен данными между отдельными машинами, что представляется отдельным сектором предоставления услуг по технологии 5G. Тут ключевым фактором будет выступать одновременное количество активных устройств в сети, которые по большей части будут промышленного характера. Фундаментальные критерии функционирования в данном случае – это стабильное и надежно работающее подключение в сети. Физически, такими устройствами будут являться датчики, передатчики, сенсоры, считыватели, а также большая номенклатура систем, реализующих функции умного города.&lt;/p&gt;&#13;
&lt;p&gt;Для использования каждого из представленных слоем необходим свой частотный диапазон, а также специфическая инфраструктура:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Если брать диапазон частот до 1 GHz, то они имеют прекрасную проникающую способность, opа счет чего их применение оправдано внутри зданий и сооружений. Приоритетными сферами использования такого диапазона является реализация систем М2М и IoT. Кроме этого, такой диапазон целесообразно применять для покрытия территориально удаленных поселков;&lt;/li&gt;&#13;
&lt;li&gt;Частота среднего спектра (или mid-band frequencies) от 1 до 6 GHz является достаточно сбалансированной по своим критериям ёмкости и покрытия, что позволяет использовать её на старте первоначальной развертки eMBB с последующим переходом на URLLC и mMTC;&lt;/li&gt;&#13;
&lt;li&gt;Волны миллиметрового диапазона от 24 GHz и выше позволяют реализовать все преимущества 5G. В качестве первоочередных зон использования данного диапазона представляются зоны с высокой нагрузкой (хот-споты), а также места, где массово пребывают пользователи.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;Обращаясь к разработке Release-16 от консорциума 3GPP, можно говорить о новых сценариях использования, которые могут дополнить список выше:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Сценарий V2X (или vehicle to everything), который позволит реализовать обмен сигналами между двумя беспилотниками (а также связь с центром управления) в движении, где основной характеристикой будет являться низкая задержка;&lt;/li&gt;&#13;
&lt;li&gt;Сценарий satellite access реализующий доступ через спутники.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;Вот как комментирует данные сценарии Жижикин Игорь (директор «Tele2 Москва»): «Мы считаем, что отдельные коммерческие технологии сетей 5G будут внедряться уже в 2022 году, когда наберет обороты реализация отдельных проектов цифровой экономики. Это является приоритетом, обозначенным на государственном уровне, где зафиксирована необходимость коммерческого использования сетей 5G в 5 городах-миллионниках к 2022 году, а в 15 городах-миллионниках к 2024-му городу».&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Кейсы применения 5G&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Можно найти огромное количество успешных историй интеграции технологии 5G в существующие бизнес-процессы – они находятся в открытом доступе в сети. Остановимся на тех, которые представляют наибольший интерес.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Интернет вещей (IoT)&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Под данным ёмким термином объединены вместе технологии, поддерживающие умный дом, вычислительные мощности (IIoT), а также инфраструктурные решения, реализующие в себе системы умного города. Для объединения всех устройств и систем в единую экосистему, используется специальная структура, которая характеризуется централизованным контролем с минимальными задержками при удаленном управлении. Для первого спектра сфер применения целесообразно выделить устройства бытового назначения, климатические системы, различные оповестительные приборы. Что касается применения сетей 5G для производственных площадок, то тут в основе всего лежит организация качественной и бесперебойной связи между производственными устройствами и станками, измерительными приборами, а также центрами обработки информации. Это несет в себе большое количество преимуществ для рядовых жителей городов, где развернута подобная инфраструктура – бесперебойный доступ к функционирующим системам (включая транспорт) и т.д.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Беспилотный транспорт&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;При помощи технологий 5G представляется реальным реализация концепции автономного управления без привлечения оператора. Это может быть доступно в различных сферах – грузоперевозки, службы такси, а также управление сельскохозяйственной техникой. Все вместе это несет в себе увеличенные критерии надежности и безопасности для конечного потребителя обозначенных услуг.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Облачные технологии&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Технологии обработки в облачных сервисах позволяют хранить большое количество данных, производить высокоскоростные вычисления, а также моментально загружать и выгружать требуемые данные. Большое распространение в первую очередь такие приложения, которые ранее устанавливались в режиме on-premise. Для рядового пользователя и разработчиков это обернется высокой мобильностью – они смогут производить операции, требующие значительного количества ресурсов, фактически обладая только доступом в интернет.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Здравоохранение&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Организация качественных и высокоскоростных каналов связи с далеко расположенными населенными пунктами позволят организовать эффективные коммуникации на случай возникновения нештатных и экстренных ситуаций. Могут быть реализованы сложные операции или диагностические манипуляции, где поток данных высокой четкости будет транслироваться сразу нескольким удаленным специалистам. Интересные возможности открываются для фитнес-браслетов, которые смогут контролировать свои физиологические показатели в режиме «он-лайн».&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Виртуальная и дополненная реальность (VR/AR)&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;В данном аспекте следует рассматривать этот пакет технологий не с точки зрения развлекательных сервисов. Ключевое применение относится к интерактивному обучению, системам навигации, а также к инженерным процессам повышенной сложности.&lt;/p&gt;&#13;
&lt;p&gt;Если попытаться экстраполировать процесс применения технологий 5G на далекое будущее, то ключевой акцент будет сделан на развитии и повсеместном внедрении умных систем (дом, город, производство и т.д.). Интересной также представляется тенденция развития голосовых ассистентов. Новый виток развития также ждет и развитие технологий искусственного интеллекта, доступ к которому теперь сможет получить гораздо большее количество рядовых пользователей.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Каким образом устроены сети 5G&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Как мы уже рассказали в первой части статьи, обычно для развертки сетей нового поколения используется действующая инфраструктура и оборудование (то, на котором работают сети текущего поколения 4G \ LTE). Что касается программных решений, направленных на увеличение скорости передачи данных, то для 5G планируется использование гибкого кодирования и расширенных каналов передачи данных, что позволит увеличить показатели LTE от 25 до 50%.&lt;/p&gt;&#13;
&lt;p&gt;Таким образом, внедрение сетей 5G будет происходить сразу по двум направлениям – программное и аппаратное, что позволит получить максимум ускорения при переходе на новый стандарт.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Small cells&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;При переходе к standalone этапу потребуется установка и запуск нового оборудования – обновленных станций и устройств-передатчиков. Как уже говорилось – это будет аппаратура с поддержкой mmWave (короткие волны миллиметрового диапазона), что существенно снизит способность проникать через препятствия, а это, в свою очередь, приведет к уменьшению радиуса покрытия базовой станции. Подобные решения потребуют постройки более плотной инфраструктуры, которая будет строится на принципе малых сот (или small sells).&lt;/p&gt;&#13;
&lt;p&gt;Мобильная связь реализована через передающие станции, функционирующие на мощности от 20 до 40 Ватт. Тут можно произвести модернизацию, установив более экономичные модели, потребляющие мощность 2-10 Ватт. Именно за счет такой массовой замены можно будет обеспечить массовое покрытие высокочастотного диапазона, вместе с переходом на увеличенные скорости передачи данных (до 1 Gbps).&lt;/p&gt;&#13;
&lt;p&gt;Сами по себе передатчики с технологией small cells более органично смотрятся в условиях городского ландшафта – их можно будет устанавливать на распространенных объектах (осветительные столбы, стены зданий, общественные остановки). Для того, чтобы вписать передатчики в дизайн-ког города, им можно будет придать любую форму – вплоть до урны или рекламного лайтбокса.&lt;/p&gt;&#13;
&lt;p&gt;Антенна, работающая по технологии mmWave передает сигнал, который характеризуется достаточно быстрым затуханием и существенным ограничением по направленности (всего до 4 градусов). Все это компенсируется высокой плотностью антенн, которые выступают в роли ретрансляторов и отражателей – сохраняют силу сигнала и маршрутизируют его до конечного устройства у пользователя.&lt;/p&gt;&#13;
&lt;p&gt;Что касается поддержания стабильности работы технологии small cells внутри зданий и сооружений (когда конструкция создает помехи для распространения), то тут есть специализированная разработка Distributed Antenna System. Для ее реализации базовую станцию монтируют в серверной и организуют проводное соединение с антеннами-передатчиками для каждого помещения.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Beamforming/Massive MIMO&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Для технологий радиосвязи есть распространенный термин «beamforming», который описывает процесс формирования луча. Сюда входит, как придание лучу определенного вектора распространения, так и его концентрация с формированием определенных параметров. Данный принцип применительно к стандарту 5G будет реализовываться через технологию Massive MIMO (Multiple-In Multiple-Out), которая позволит не устанавливать избыточные базовые станции в рамках реализации small cells.&lt;/p&gt;&#13;
&lt;p&gt;Технология Massive MIMO представляет собой совокупность из нескольких базовых станций, которые объединены большим количеством антенн (собранных в единый массив). Это позволяет реализовать адресную передачу сигнала с обслуживанием сразу нескольких пользователей. Позитивные моменты при реализации данной технологии – это уменьшение количества помех, а также увеличение качества сигнала.&lt;/p&gt;&#13;
&lt;p&gt;Вот как комментирует внедрение данных технологий Меркутов Алексей (руководитель отдела по работе со СМИ ПАО «МТС», Пресс-секретарь Группы МТС): «На сегодняшний день становится абсолютно понятно, что интеграция 5G в существующую систему представляется своего рода эволюцией. С точки зрения экономических расчетов до 2022 года будет производиться фрагментированная развертка сетей 5G, которая будет строиться на существующей инфраструктуре LTE с учетом non-standalone подхода. Общая цепочка перехода будет выглядеть, как LTE-A -&gt; LTE-EVO -&gt; 5G NR. Последний этап будет реализован исключительно за счет внедрения технологий Massive MIMO, Cloud Air и Short TTI».&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Виртуализация&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Наиболее прогрессивной технологией в новом стандарте 5G представляется виртуализация. Она базируется на таких принципах, как SDN (Software Defined Networks / Программно-конфигурируемая сеть) и NFV (Network Function Virtualization / Виртуализация сетевых функций). Это значит, что классово-ориентированный подход будет реализован исключительно через физическое оборудование, но не программными функциями.&lt;/p&gt;&#13;
&lt;p&gt;Кроме этого, предполагается использование cloud-технологий, построенных на принципах C-RAN (Cloud/Centralized RAN). Это направление будет отвечать за реализацию функций, которые в предыдущем стандарте были реализованы за счет физического оборудования базовых станций. Как результат, такой подход позволит оптимизировать инфраструктуру, а, как следствие, снизить затраты для операторов мобильной связи.&lt;/p&gt;&#13;
&lt;p&gt;Очевидно, что реализация платформы на cloud-технологии потребует существенно меньшее количество электроэнергии, чем развертка базовой станции с аналогичным функционалом. За счет того, что концепция C-RAN учитывает геолокацию любого пользователя в сети, будет задействовано активное перераспределение ограниченных сетевых ресурсов.&lt;/p&gt;&#13;
&lt;p&gt;К примеру, оператор мобильной связи NTT DOCOMO (Япония) планирует за счет использования cloud-технологий снизить энергопотребление на внушительную цифру 75%.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Какие риски несет в себе 5&lt;/strong&gt;&lt;strong&gt;G&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Все новые технологии, впервые выходящие на рынок, несут в себе определенные риски и тут 5g не является исключением. На данном этапе сложно сказать, насколько вышеупомянутые риски являются оправданными.&lt;/p&gt;&#13;
&lt;p&gt;При теоретическом анализе можно выделить следующие основные рискованные моменты.&lt;/p&gt;&#13;
&lt;ol&gt;&#13;
&lt;li&gt;Кибератака&lt;/li&gt;&#13;
&lt;/ol&gt;&#13;
&lt;p&gt;Принцип IoT определяет его подверженность интернет-атакам в той же мере, как и для любых других электронных устройств. Для пользователей сохраниться необходимость в постоянном внимании к безопасности своих девайсов. Для владельцев критичной инфраструктуры (крупные корпорации или государство) потребуется разработка серьезных мер с внедрением многоступенчатой защиты.&lt;/p&gt;&#13;
&lt;ol start="2"&gt;&#13;
&lt;li&gt;Частоты могут пересекаться&lt;/li&gt;&#13;
&lt;/ol&gt;&#13;
&lt;p&gt;Технология рефарминга не может решить проблему пересечения частот целиком, поскольку часть диапазонов находится во владении специальных служб (военные, национальная безопасность, космические и полетные ведомства). Чтобы занять тот или иной диапазон, потребуется тщательно проанализировать его принципиальную возможность передачи для общего использования.&lt;/p&gt;&#13;
&lt;ol start="3"&gt;&#13;
&lt;li&gt;Влияние на состояние здоровья&lt;/li&gt;&#13;
&lt;/ol&gt;&#13;
&lt;p&gt;Целый ряд общественных и государственных российских деятелей России заявили в 2019-м году о необходимости тщательного изучения влияния сетей 5G на здоровье человека. Данные исследования будут проведены под эгидой Министерства здравоохранения, такими службами, как Роспотребнадзор и Федеральное медико-биологическое агентство (ФМБА). После этого будут сформулированы основные нормативы.&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Ситуация на рынке&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;Аналитическое агентство Gartner указало в своем отчете за 2020-й год, что выручка от сетей 5G увеличилась на 89% по сравнению с аналогичным периодом в 2019-м году. В натуральном выражении – это внушительная сумма 4,2 млрд долларов.&lt;/p&gt;&#13;
&lt;p&gt;Что касается ситуации на отечественном рынке, то операторы активно вкладываются в развитие инфраструктуры 5G. В период 2020-2027 данные капиталовложения по некоторым оценкам будут лежать в диапазоне от 550 до 610 млрд рублей. Если же учитывать концепцию совместного использования базовых станций, то затраты могут быть чуть ниже – примерно 400-450 млрд рублей.&lt;/p&gt;&#13;
&lt;p&gt;На мировом же рынке уже вовсю объявляют о тестировании сете нового поколения 5G. Глобальные производители смартфонов и другой электроники уже даже выпустили линейки девайсов, которые поддерживают данную технологию – это LG V50, OnePlus 7 Pro 5G, Samsung Galaxy S10 5G, Moto Z2 Force/Z3/Z4.&lt;/p&gt;&#13;
&lt;p&gt;Что касается российских операторов сотовой связи, то впереди всех находится «ВымпелКом», который рапортовал о готовности инфраструктуры 5G на территории Москвы и области на 95%. Компания TELE2 также активно проводит установку базовых станций с соответствующей технологией. Сохраняется сложная ситуация с выделением радиочастотного диапазона, поэтому на данный момент трудно сформулировать конкретные планы компаний в направлении развертки сетей 5G.&lt;/p&gt;&#13;
&lt;p&gt;Многие производители уже представили новые устройства с поддержкой 5G, но еще очень рано планировать их покупку российскому потребителю. Все их преимущества пока что доступны только в онлайн-формате, из-за отсутствия отечественной инфраструктуры.&lt;/p&gt;&#13;
&lt;p&gt;Рекомендаций для пользователей также нельзя выдать в однозначном формате, поскольку имеет место быть сформированная неопределенность относительно тех частот, которые в РФ будут определены под технологию 5G. Это, в свою очередь, позволит определить перечень гаджетов, которые смогут функционировать. Что касается мирового опыта, то тут 80% стран приняли решение о развертке 5G в диапазоне 3,40-3,80 Ghz. Это определяет, что практически все девайсы изготавливаются именно под этот радиочастотный диапазон.&lt;/p&gt;&#13;
&lt;p&gt;Тем не менее, есть оптимистичные оценки, касательно появления в следующем году на территории нашей страны первых коммерческих 5G устройств, среди которых, разумеется, смартфоны, очки и шлемы виртуальной реальности, а также специализированные роутеры. Пользователям будут доступны лучшие по сравнению с 4G-флагманами характеристики — большая скорость передачи данных, меньшая задержка. Однако на первых порах было бы наивно ожидать революционного скачка в повседневных сценариях использования.&lt;/p&gt;</yandex:full-text>
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<h1>5G интернет</h1>
</header>
<h2>5G интернет</h2>
<h2><span class="h2">5G: как работает технология и зачем нам это нужно</span></h2>
<p>Технология 5G в последнее десятилетие приобрела статус наиболее обсуждаемой в обществе. Согласно оценкам агентства Gartner Hype Cycle for Emerging Technologies в августе 2019 года был зафиксирован пик ожиданий в отношении 5G интернета. Чаще всего в таких случаях, информация преподносится фрагментировано, а проверенные сведения достаточно субъективны. В данном материале будет представлена полная информация о технологии 5G в разрезе технических параметров, целей и опыта использования.</p>
<p><strong>О чем мы поговорим:</strong></p>
<ul>
<li>Предназначение 5G и история появления технологии;</li>
<li>Частота 5G - какой диапазон частот будет выделен для 5G;</li>
<li>Скорость 5G - в чем и на сколько отличие от предыдущих поколений;</li>
<li>Кому будет актуально обратить внимание на данную инновацию;</li>
<li>Отдельные кейсы успешной интеграции 5G в бизнес;</li>
<li>Техническое устройство сетей 5G;</li>
<li>Какие риски могут сопровождать процесс внедрения сетей 5G, а также какова реальная ситуация на рынке.</li>
</ul>
<h2>Что такое 5G?</h2>
<p>Термином 5G принято обозначать новое поколение сетей для передачи мобильных данных. Ключевое отличие этой технологии от общеизвестной 4G проявляется в целом перечне преимуществ:</p>
<ul>
<li>Увеличение скорости передачи информации внутри сети;</li>
<li>Уменьшенная задержка приема-передачи пакетов информации;</li>
<li>Увеличенное количество устройств, которые могут одновременно находиться в сети без потери качества сигнала;</li>
<li>Высокий уровень энергоэффективности;</li>
<li>Увеличенные каналы, позволяющие значительно повысить пропускную способность всей сети;</li>
<li>Увеличение мобильности пользователей.</li>
</ul>
<p>Применительно к сетям 5G необходимо отметить один важный нюанс, который представляется в масштабной виртуализации. Эта технология не упирается в классические инновации в техническо-аппаратном обеспечении. Большая часть решений в 5G сосредоточена именно в программных решениях. Технология 5G обеспечивает большую скорость, режим прямого подключения между устройствами при меньших задержках. Для подключения к новым сетям нужны соответствующие 5G модемы.</p>
<p>Принципиальным подходом в новых сетях 5G является продуктовые решения, которые определяют основные параметры мощности. Интересным решением представляется высокая адаптивность данных сетей, что заключается в индивидуальной подстройке параметров к любому подключенному потребителю данных, начиная от рядового пользователя ноутбука, заканчивая производственной площадкой с высокой нагрузкой на сеть.</p>
<p>Традиционный подход, который до анонса 5G сложился внутри индустрии &ndash; это последовательное увеличение физических характеристик с каждой последующей версией сети. Применительно же к 5G имеет место быть инновационное решение, которое заключено в новом понимании сетей, как таковых. Это позволит придать значительный импульс к развитию для целого ряда отраслей. На практике, масштабная интеграция новой сети обернется формированием принципиально новых бизнес-процессов и моделей, новых взаимодействий между привычными гаджетами, а также развитием инновационных подходов к производству и сервису.</p>
<h2>Как появилась технология?</h2>
<p>Прежде всего необходимо отметить, что разделение на поколения применительно к мобильным сетям носит достаточно условный характер. Если представить всю цепочку развития в ретроспективной хронологии, то получается следующая ситуация:</p>
<ul>
<li>Технология 1G (дата появления примерно 1980-й год) &ndash; аналоговая сотовая связь;</li>
<li>Технология 2G (дата появления примерно 1990-й год) &ndash; первые цифровые подходы, которые интегрировались в сети передачи данных (SMS);</li>
<li>Технология 3G (дата появления примерно 2000-й год) &ndash; впервые в истории цифровых сетей скорость передачи данных превысила 1 Mbps (это такие технологии, как EVDO, HSPA и UMTS);</li>
<li>Технология 4G (дата появления примерно 2010-1 год) &ndash; повсеместное внедрение сетей со скоростью передачи данных до 1 Gbps с масштабной интеграцией стандартов LTE и WiMAX.</li>
</ul>
<p>Что касается запуска сетей 5G, то тут основным подходом является внедрение единого глобального стандарта. За разработку отвечают мировые лидеры в области технологий передачи данных, которые сводятся к следующим компаниям и организациям.</p>
<p><strong>3GPP</strong></p>
<p>Это целый консорциум, который был основан исключительно для формирования единого стандартного подхода к технологии 3G. Внутри данного объединения представлены ведущие игроки в отрасли, а также ряд регуляторов (развитые страны). Вместе они работают над единым стандартом беспроводной связи.</p>
<p><strong>ITU-R</strong></p>
<p>Это выделенное подразделение в Организации Объединенных Наций, которое специализируется на технологиях коммуникации. Этой структуре подконтролен процесс стандартизации технологий радиосвязи, а также они следят за использованием радиочастотного спектра в международном пространстве.</p>
<p>Старт работы над технологией 5G был дан в 2015-м году, где отправной точкой считается формирование стандарта IMT-2020 (разработчик &ndash; ITU-R). Именно внутри данного стандарта заключались основные требования к сетям нового поколения. Предшественником данного стандарта считается ITU-Advanced, на основании него были разработаны сети поколения 4G. Для более полного понимания приведем сравнительную характеристику этих двух стандартов.</p>
<table>
<tbody>
<tr>
<td width="191">
<p><strong>Характеристика</strong></p>
</td>
<td width="186">
<p><strong>Технология 4</strong><strong>G</strong></p>
</td>
<td width="189">
<p><strong>Технология 5</strong><strong>G</strong></p>
</td>
</tr>
<tr>
<td width="191">
<p>Максимальная скорость передачи данных</p>
</td>
<td width="186">
<p>1 Gbps</p>
</td>
<td width="189">
<p>20 Gbps</p>
</td>
</tr>
<tr>
<td width="191">
<p>Доступная скорость для конечного пользователя</p>
</td>
<td width="186">
<p>10 Mbps</p>
</td>
<td width="189">
<p>100 Mbps</p>
</td>
</tr>
<tr>
<td width="191">
<p>Пинг</p>
</td>
<td width="186">
<p>10 миллисекунд</p>
</td>
<td width="189">
<p>4 миллисекунды (или 1 миллисекунда при работе по стандарту URLLC)</p>
</td>
</tr>
<tr>
<td width="191">
<p>Пиковая скорость пользователя без влияния на сигнал</p>
</td>
<td width="186">
<p>350 км/ч</p>
</td>
<td width="189">
<p>500 км/ч</p>
</td>
</tr>
<tr>
<td width="191">
<p>Плотность подключения</p>
</td>
<td width="186">
<p>До 100&nbsp;000 клиентов на кв. км.</p>
</td>
<td width="189">
<p>До 1&nbsp;000&nbsp;000 клиентов на кв. км.</p>
</td>
</tr>
<tr>
<td width="191">
<p>Трафик, отнесенный к единице площади</p>
</td>
<td width="186">
<p>0,1 Мбит/с/кв.м</p>
</td>
<td width="189">
<p>10 Мбит/с/кв.м</p>
</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h2>Сравнение технологии 4G и 5G представлено на рисунке:</h2>
<p>&nbsp;<img src="/images/4-5G.png" width="523" height="370" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></p>
<p>Компания ITU-R регулярно проводит Всемирные конференции по радиосвязи (более распространенное название WRC). Примерно один раз в 3-4 года вся мировая индустрия фокусирует свое внимание на вопросах глобального развития технологий радиосвязи, а также фиксируются стратегические решения по дальнейшим шагам развития.</p>
<p>К примеру, в рамках WRC-15 было принято решение, согласно которому радиочастотный диапазон 3,40-3,60 GHz был зарезервирован в ряде стран-участниц для организации мобильной широкополосной связи (технология MBB). В данный момент именно данные частоты стали фундаментом для развертки на их основе инновационных сетей 5G для рядовых пользователей. Следующая конференция WRC-19 прошла 28.10-22.11.2019, где в повестке значилось дополнительное выделение радиочастотного диапазона свыше 6 GHz под нужды сетей 5G.</p>
<p>Консорциумом 3GPP были сфокусированы усилия относительно технологий радиодоступа (Radio Access Technology), в рамках которого были представлены новые поколения решений для нужд сетей 5G - 5G New Radio или 5G NR. В планах дальнейшей разработки &ndash; новые стандарты и спецификации, которые фактически представят будущий облик технологии, как облика мобильной связи. Стартовой точкой стал сборник требований к сетям 5G под названием &laquo;Release-15&raquo; (выпущен в 2018 году), но интерес представляют и дальнейшие работы &laquo;Release-16&raquo; и &laquo;Release-17&raquo;.</p>
<h2>Частотный спектр</h2>
<p>Реклама в интернете чаще всего вводит пользователей в заблуждение. В случае с сетями 5G именно так все и было &ndash; маркетологи описывают эту инновация, как повсеместное покрытие с гигабитной скоростью, доступное каждому пользователю на радиочастотах примерно в районе 3 GHz. Ситуация с одной стороны прозаичнее, а с другой стороны намного сложнее.</p>
<p>В первую очередь необходимо понимать, что перемещение устройства приема данных в радиодиапазон с более высокой частотой не влияет напрямую на увеличение скорости, как таковой. Во-вторых, технология не ограничивается ранее упомянутым спектром 3,40-3,80 GHz. В рамках развертки сетей нового поколения будут задействованы такие забытые частоты, как 0,700 GHz и 70 GHz (и даже выше).</p>
<p>Еще один принципиальный момент, который необходимо понимать конечному пользователю &ndash; это отсутствие каких-то реально ошеломляющих скоростей. Эта перспектива действительно реальна в будущем, но она относится к этапу повсеместной установки оборудования mmWave. Эта технология подразумевает прием-передачу радиочастотных волн миллиметрового диапазона &ndash; они короче, но и гаснут быстрее. С другой стороны их использование и позволит добиться гигабитной скорости на пользовательских девайсах. Использование технологий 5G на существующем оборудовании таких прорывов не обещает.</p>
<p>Становится очевидной потребность в переходе на новые радиочастотные диапазоны &ndash; это исключительно нехватка частот в существующих спектрах ниже 6,00 GHz. Операторам нужны свободные частоты с более широкими полосами передачи данных, что и приводит к потребностям в разработке новых стандартов.</p>
<p>5G-интернет работает на отличных от 4G радиочастотах. Радиоспектры устаревающих сетей &ndash; 0,8 / 1,8 / 2,6 ГГц, роутер 5G работает в более широком и высоком частотном диапазоне, разбитом на два блока: до 6 ГГц / 6 &ndash; 52,6 ГГц. &nbsp;Они обеспечивают увеличенную пропускную способность, позволяют создавать более масштабные сети. Сигналы на сверхвысоких частотах передаются направленно, поэтому не мешают работе иного беспроводного оборудования. Роутер 5G потребляет меньше электричества, чем 4G, который большую часть энергии расходует впустую &ndash; распространяет сигнал во все направления.</p>
<p><span class="txt-blue"><em>Мобильный интернет 5</em><em>G</em><em> работает только на новых устройствах со встроенным модемом пятого поколения.</em></span></p>
<p>Роутер 5G передаёт и принимает информацию на более коротких радиоволнах, для его работы достаточно компактной антенны, однако её придётся очень точно наводить на излучатель. Новая базовая станция может работать с большим количеством устройств, чем 4G.</p>
<p><strong>Если подходить формально, то в рамках 5G NR выделяется два диапазона:</strong></p>
<p><strong>1 Frequency Range 1</strong></p>
<p>Диапазон FR1 собрал внутри себя все частоты, которые традиционно использовались потребителями в рамках диапазона sub-6 GHz (или другими словами &ndash; это полосы, которые лежат ниже 6 GHz). Как уже отмечалось выше, диапазоны частот, которые заняты предыдущими поколениями технологий передачи данных, также будут адаптированы под 5G за счет рефарминга. Стоит обратить внимание на технологии кодирования, которые увеличивают эффективность сразу на +30%, если сравнивать её с аналогичным значением для LTE.</p>
<p><strong>2 Frequency Range 2</strong></p>
<p>Внутри диапазона FR2 содержатся абсолютно новые частоты, которые возникают при использовании волн миллиметрового диапазона. Старт полосы начинается с 24 GHz и может распространяться вплоть до 50 GHz (и даже выше), что определяется регуляторными подходами в конкретной стране и оборудованием оператора связи. У данных диапазонов достаточно малая дальность, а также сниженная проникающая способность. Для поддержания подобной инфраструктуры нельзя использовать классические базовые станции, а необходимо переходить на small cells (большое количество маленьких сотовых ячеек).</p>
<p><strong>Ширина полосы</strong></p>
<p>Шириной полосы регулируется количество данных для передачи, по принципу &laquo;чем больше ширина &ndash; тем больше данных можно передать за один пакет&raquo;. Общепринятая мировая и отечественная практика &ndash; это выдача в использование полос по 5, 10 и 20 Mhz, которые могут быть интегрированы в единый кластер до 100 Mhz. Существующий диапазон sub-6 Ghz будет постепенно трансформироваться под технологию 5G, соответственно в нем произойдет расширение полосы до кластера 160 Mhz. Если же говорить об инновационном миллиметровом диапазоне, тот тут станет возможным выделение кластеров 300, 400 и даже 800 Mhz, которые будут зарезервированы для фиксированного доступа для передачи данных. Эта информация представлена согласно планам крупнейшего провайдера мобильной связи &ndash; Verizon.</p>
<p>Нельзя назвать диапазон FR1 в полной мере однородным на территории различных стран. К примеру, в большинстве стран-лидеров по внедрению коммуникационных технологий (в первую очередь США и Европа) разработчики технологий ориентируются на сетевой диапазон 3,40-3,80 GHz. В странах восточного региона (прежде всего Япония, Китай, а также Российская Федерация) практикуют развертку диапазона FR1 в пределах 4,40-4,99 GHz. Все это происходит исключительно из-за нехватки частот в спектре 3,40-3,80.</p>
<p>Этот фактор является предметом активных дискуссий &ndash; все они порождены небезосновательными опасениями в том, что будет возникать дефицит оборудования совместимого для работы в двух диапазонах частот. Кроме этого, будут возникать издержки операторов сотовой связи, с одновременным снижением качества работы. Есть и компромиссные решения, которые, однако, все еще в процессе проработки.</p>
<p><strong>Рефарминг частот</strong></p>
<p>Уникальная технология для сетей 5G &ndash; это рефарминг частот. Если рассматривать каждое последующее поколение мобильной связи, то ключевые отличия скрываются не только в измененном диапазоне, но также и в усовершенствованных (или полностью измененных) технологиях кодирования. При этом актуальна и обратная совместимость, где каждое последующее поколение совместимо для работы с предыдущим. Иными словами, станции для LTE или GSM продолжат свое функционирование на базе технологии 5G.</p>
<p>Фактически, рефарминг &ndash; это своеобразный способ экономии на технологической инфраструктуре, где неизменным остается покрытие сетями нового поколения. Старт развертки 5G будет происходить на существующем оборудовании, которое поддерживает функционирование сетей 4G (этот процесс будет характеризовать наступление этапа NSA или non-standalone). Далее будут производиться работы по развертке соответствующих технических решений и инфраструктуры, что будет характеризовать наступление этапа SA или standalone. На данном этапе будут в полной мере доступны преимущества 5G.</p>
<p>5G-интернет легко адаптируется к типу контента, при возможности оборудование переходит в режим энергосбережения при передаче на низкой скорости.</p>
<p>Скорость 5G модема достигает 3,6 Гбит/с, пиковая пропускная способность устройств в сетях предыдущего поколения &ndash; 600 Мбит/с, пропускная способность премиальных моделей достигает максимум 1 Гбит/с. Причём на скорость 5G стороннее магнитное излучение практически не влияет.</p>
<p>Роутер 5G превратит быстрый интернет в мгновенный: вы забудете о задержках, понятии &laquo;время загрузки&raquo;, сжатие данных для передачи. Высокоскоростная магистраль позволяет объединить миллиарды устройств в одну сверхзащищённую сеть &ndash; интернет вещей, где они могут взаимодействовать практически без задержек.</p>
<p><strong>Для кого это актуально</strong></p>
<p>Массмедиа сформировало у рядового потребителя телекоммикационных услуг четкую ассоциацию 5G вместе с высокими скоростями интернета, технологиями умного дома и дополненной реальности, а также с беспилотными летательными аппаратами. Важно понимать, что сети 5G &ndash; это в первую очередь сегмент, ориентированный на промышленного и производственного пользователя. Основным заказчиком разработки технологий в данном секторе выступают именно корпорации. В сегменте интернета вещей зафиксирован наиболее стремительный рост объема передаваемых данных и количества устройств.</p>
<p>Опираясь на мировую практику коммерческой интеграции сетей с технологией 5G, можно с уверенностью утверждать, что рост абонентов показывает намного более высокую тенденцию, нежели, чем это было зафиксировано для сетей LTE или 3G. В частности, для последнего планка в 500&nbsp;000&nbsp;000 пользователей была достигнута только на временном промежутке в 10 лет. Для LTE этого же объёма пользователей удалось достичь за 5 лет. Аналитики прогнозируют достижение данного показателя в сетях 5G всего за 2-3 года.</p>
<p>Важно также поговорить о концепции network slicing, которая позволяет дифференцировать ресурсы сети под потребности и задачи потребителей из разных сегментов. Фактически происходит виртуальное разделение физической инфраструктуры, где каждому разделенному сегменту выделяются ресурсы и технологии, позволяющие более эффективно решать задачи конкретного объединения пользователей.</p>
<p>Главный недостаток передачи информации на сверхвысоких частотах &ndash; плохое преодоление препятствий сигналом из-за малой длины волны. Антенны&nbsp;модема 5G должны находиться в пределах прямой видимости с базовой станцией, что усложняет монтаж беспроводных сетей нового поколения, стоимость их развёртывания из-за использования множества ретрансляторов. Для тех случаев, где добиться прямой видимости не удастся необходимо использовать <a href="https://kroks.by/5g-antenna/" target="_blank" rel="noopener">внешние антенны 5G</a>.</p>
<p><strong>Если обращаться к IMT-2020, то можно выделить три базовых сценария использования мобильной связи 5G:</strong></p>
<ul>
<li>eMBB &mdash; Enhanced Mobile Broadband / Улучшенная Мобильная Широкополосная связь</li>
</ul>
<p>На пользовательском уровне потребителей мобильного интернета произойдут изменения в скорости и качестве передачи данных. Для интернета внутри зданий показатель будет зафиксирован на отметке 1 Gbps, а для уличного покрытия &ndash; до 300 Mbps. Эти скорости можно будет достичь посредством постепенного запуска обновленного оборудования, которое работает в диапазоне mmWave. Отличительная характеристика в том, что новые антенны будут небольшого размера, opа счет чего отлично впишутся в окружающий городской ландшафт.</p>
<ul>
<li>URLLC &mdash; Ultra Reliable and Low Latency Communications / Сверхнадёжные коммуникации с низкой задержкой</li>
</ul>
<p>Этот сценарий относится к тому типу коммуникаций, где критичными параметром выступает как можно более низкая задержка. Это имеет место быть для транспорта с автономным управлением, где при наступлении критической ситуации потребуется задержка сигнала для принятия решения не более 1 миллисекунды. В мировом сообществе ведется активная дискуссия, в рамках которой предлагают заменить данные технологии системами спутниковой навигации.</p>
<ul>
<li>мMTC &mdash; massive Machine Type Communication / Массовые межмашинные коммуникации</li>
</ul>
<p>Аббревиатурами IoT и М2М называют обмен данными между отдельными машинами, что представляется отдельным сектором предоставления услуг по технологии 5G. Тут ключевым фактором будет выступать одновременное количество активных устройств в сети, которые по большей части будут промышленного характера. Фундаментальные критерии функционирования в данном случае &ndash; это стабильное и надежно работающее подключение в сети. Физически, такими устройствами будут являться датчики, передатчики, сенсоры, считыватели, а также большая номенклатура систем, реализующих функции умного города.</p>
<p>Для использования каждого из представленных слоем необходим свой частотный диапазон, а также специфическая инфраструктура:</p>
<ul>
<li>Если брать диапазон частот до 1 GHz, то они имеют прекрасную проникающую способность, opа счет чего их применение оправдано внутри зданий и сооружений. Приоритетными сферами использования такого диапазона является реализация систем М2М и IoT. Кроме этого, такой диапазон целесообразно применять для покрытия территориально удаленных поселков;</li>
<li>Частота среднего спектра (или mid-band frequencies) от 1 до 6 GHz является достаточно сбалансированной по своим критериям ёмкости и покрытия, что позволяет использовать её на старте первоначальной развертки eMBB с последующим переходом на URLLC и mMTC;</li>
<li>Волны миллиметрового диапазона от 24 GHz и выше позволяют реализовать все преимущества&nbsp;5G. В качестве первоочередных зон использования данного диапазона представляются зоны с высокой нагрузкой (хот-споты), а также места, где массово пребывают пользователи.</li>
</ul>
<p>Обращаясь к разработке Release-16 от консорциума 3GPP, можно говорить о новых сценариях использования, которые могут дополнить список выше:</p>
<ul>
<li>Сценарий V2X (или vehicle to everything), который позволит реализовать обмен сигналами между двумя беспилотниками (а также связь с центром управления) в движении, где основной характеристикой будет являться низкая задержка;</li>
<li>Сценарий satellite access реализующий доступ через спутники.</li>
</ul>
<p>Вот как комментирует данные сценарии Жижикин Игорь (директор &laquo;Tele2 Москва&raquo;): &laquo;Мы считаем, что отдельные коммерческие технологии сетей 5G будут внедряться уже в 2022 году, когда наберет обороты реализация отдельных проектов цифровой экономики. Это является приоритетом, обозначенным на государственном уровне, где зафиксирована необходимость коммерческого использования сетей 5G в 5 городах-миллионниках к 2022 году, а в 15 городах-миллионниках к 2024-му городу&raquo;.</p>
<p><strong>Кейсы применения 5G</strong></p>
<p>Можно найти огромное количество успешных историй интеграции технологии 5G в существующие бизнес-процессы &ndash; они находятся в открытом доступе в сети. Остановимся на тех, которые представляют наибольший интерес.</p>
<p><strong>Интернет вещей (IoT)</strong></p>
<p>Под данным ёмким термином объединены вместе технологии, поддерживающие умный дом, вычислительные мощности (IIoT), а также инфраструктурные решения, реализующие в себе системы умного города. Для объединения всех устройств и систем в единую экосистему, используется специальная структура, которая характеризуется централизованным контролем с минимальными задержками при удаленном управлении. Для первого спектра сфер применения целесообразно выделить устройства бытового назначения, климатические системы, различные оповестительные приборы. Что касается применения сетей 5G для производственных площадок, то тут в основе всего лежит организация качественной и бесперебойной связи между производственными устройствами и станками, измерительными приборами, а также центрами обработки информации. Это несет в себе большое количество преимуществ для рядовых жителей городов, где развернута подобная инфраструктура &ndash; бесперебойный доступ к функционирующим системам (включая транспорт) и т.д.</p>
<p><strong>Беспилотный транспорт</strong></p>
<p>При помощи технологий 5G представляется реальным реализация концепции автономного управления без привлечения оператора. Это может быть доступно в различных сферах &ndash; грузоперевозки, службы такси, а также управление сельскохозяйственной техникой. Все вместе это несет в себе увеличенные критерии надежности и безопасности для конечного потребителя обозначенных услуг.</p>
<p><strong>Облачные технологии</strong></p>
<p>Технологии обработки в облачных сервисах позволяют хранить большое количество данных, производить высокоскоростные вычисления, а также моментально загружать и выгружать требуемые данные. Большое распространение в первую очередь такие приложения, которые ранее устанавливались в режиме on-premise. Для рядового пользователя и разработчиков это обернется высокой мобильностью &ndash; они смогут производить операции, требующие значительного количества ресурсов, фактически обладая только доступом в интернет.</p>
<p><strong>Здравоохранение</strong></p>
<p>Организация качественных и высокоскоростных каналов связи с далеко расположенными населенными пунктами позволят организовать эффективные коммуникации на случай возникновения нештатных и экстренных ситуаций. Могут быть реализованы сложные операции или диагностические манипуляции, где поток данных высокой четкости будет транслироваться сразу нескольким удаленным специалистам. Интересные возможности открываются для фитнес-браслетов, которые смогут контролировать свои физиологические показатели в режиме &laquo;он-лайн&raquo;.</p>
<p><strong>Виртуальная и дополненная реальность (VR/AR)</strong></p>
<p>В данном аспекте следует рассматривать этот пакет технологий не с точки зрения развлекательных сервисов. Ключевое применение относится к интерактивному обучению, системам навигации, а также к инженерным процессам повышенной сложности.</p>
<p>Если попытаться экстраполировать процесс применения технологий 5G на далекое будущее, то ключевой акцент будет сделан на развитии и повсеместном внедрении умных систем (дом, город, производство и т.д.). Интересной также представляется тенденция развития голосовых ассистентов. Новый виток развития также ждет и развитие технологий искусственного интеллекта, доступ к которому теперь сможет получить гораздо большее количество рядовых пользователей.</p>
<p><strong>Каким образом устроены сети 5G</strong></p>
<p>Как мы уже рассказали в первой части статьи, обычно для развертки сетей нового поколения используется действующая инфраструктура и оборудование (то, на котором работают сети текущего поколения 4G \ LTE). Что касается программных решений, направленных на увеличение скорости передачи данных, то для 5G планируется использование гибкого кодирования и расширенных каналов передачи данных, что позволит увеличить показатели LTE от 25 до 50%.</p>
<p>Таким образом, внедрение сетей 5G будет происходить сразу по двум направлениям &ndash; программное и аппаратное, что позволит получить максимум ускорения при переходе на новый стандарт.</p>
<p><strong>Small cells</strong></p>
<p>При переходе к standalone этапу потребуется установка и запуск нового оборудования &ndash; обновленных станций и устройств-передатчиков. Как уже говорилось &ndash; это будет аппаратура с поддержкой mmWave (короткие волны миллиметрового диапазона), что существенно снизит способность проникать через препятствия, а это, в свою очередь, приведет к уменьшению радиуса покрытия базовой станции. Подобные решения потребуют постройки более плотной инфраструктуры, которая будет строится на принципе малых сот (или small sells).</p>
<p>Мобильная связь реализована через передающие станции, функционирующие на мощности от 20 до 40 Ватт. Тут можно произвести модернизацию, установив более экономичные модели, потребляющие мощность 2-10 Ватт. Именно за счет такой массовой замены можно будет обеспечить массовое покрытие высокочастотного диапазона, вместе с переходом на увеличенные скорости передачи данных (до 1 Gbps).</p>
<p>Сами по себе передатчики с технологией small cells более органично смотрятся в условиях городского ландшафта &ndash; их можно будет устанавливать на распространенных объектах (осветительные столбы, стены зданий, общественные остановки). Для того, чтобы вписать передатчики в дизайн-ког города, им можно будет придать любую форму &ndash; вплоть до урны или рекламного лайтбокса.</p>
<p>Антенна, работающая по технологии mmWave передает сигнал, который характеризуется достаточно быстрым затуханием и существенным ограничением по направленности (всего до 4 градусов). Все это компенсируется высокой плотностью антенн, которые выступают в роли ретрансляторов и отражателей &ndash; сохраняют силу сигнала и маршрутизируют его до конечного устройства у пользователя.</p>
<p>Что касается поддержания стабильности работы технологии small cells внутри зданий и сооружений (когда конструкция создает помехи для распространения), то тут есть специализированная разработка Distributed Antenna System. Для ее реализации базовую станцию монтируют в серверной и организуют проводное соединение с антеннами-передатчиками для каждого помещения.</p>
<p><strong>Beamforming/Massive MIMO</strong></p>
<p>Для технологий радиосвязи есть распространенный термин &laquo;beamforming&raquo;, который описывает процесс формирования луча. Сюда входит, как придание лучу определенного вектора распространения, так и его концентрация с формированием определенных параметров. Данный принцип применительно к стандарту 5G будет реализовываться через технологию Massive MIMO (Multiple-In Multiple-Out), которая позволит не устанавливать избыточные базовые станции в рамках реализации small cells.</p>
<p>Технология Massive MIMO представляет собой совокупность из нескольких базовых станций, которые объединены большим количеством антенн (собранных в единый массив). Это позволяет реализовать адресную передачу сигнала с обслуживанием сразу нескольких пользователей. Позитивные моменты при реализации данной технологии &ndash; это уменьшение количества помех, а также увеличение качества сигнала.</p>
<p>Вот как комментирует внедрение данных технологий Меркутов Алексей (руководитель отдела по работе со СМИ ПАО &laquo;МТС&raquo;, Пресс-секретарь Группы МТС): &laquo;На сегодняшний день становится абсолютно понятно, что интеграция 5G в существующую систему представляется своего рода эволюцией. С точки зрения экономических расчетов до 2022 года будет производиться фрагментированная развертка сетей 5G, которая будет строиться на существующей инфраструктуре LTE с учетом non-standalone подхода. Общая цепочка перехода будет выглядеть, как LTE-A -&gt; LTE-EVO -&gt; 5G NR. Последний этап будет реализован исключительно за счет внедрения технологий Massive MIMO, Cloud Air и Short TTI&raquo;.</p>
<p><strong>Виртуализация</strong></p>
<p>Наиболее прогрессивной технологией в новом стандарте 5G представляется виртуализация. Она базируется на таких принципах, как SDN (Software Defined Networks / Программно-конфигурируемая сеть) и NFV (Network Function Virtualization / Виртуализация сетевых функций). Это значит, что классово-ориентированный подход будет реализован исключительно через физическое оборудование, но не программными функциями.</p>
<p>Кроме этого, предполагается использование cloud-технологий, построенных на принципах C-RAN (Cloud/Centralized RAN). Это направление будет отвечать за реализацию функций, которые в предыдущем стандарте были реализованы за счет физического оборудования базовых станций. Как результат, такой подход позволит оптимизировать инфраструктуру, а, как следствие, снизить затраты для операторов мобильной связи.</p>
<p>Очевидно, что реализация платформы на cloud-технологии потребует существенно меньшее количество электроэнергии, чем развертка базовой станции с аналогичным функционалом. За счет того, что концепция C-RAN учитывает геолокацию любого пользователя в сети, будет задействовано активное перераспределение ограниченных сетевых ресурсов.</p>
<p>К примеру, оператор мобильной связи NTT DOCOMO (Япония) планирует за счет использования cloud-технологий снизить энергопотребление на внушительную цифру 75%.</p>
<p><strong>Какие риски несет в себе 5</strong><strong>G</strong></p>
<p>Все новые технологии, впервые выходящие на рынок, несут в себе определенные риски и тут 5g не является исключением. На данном этапе сложно сказать, насколько вышеупомянутые риски являются оправданными.</p>
<p>При теоретическом анализе можно выделить следующие основные рискованные моменты.</p>
<ol>
<li>Кибератака</li>
</ol>
<p>Принцип IoT определяет его подверженность интернет-атакам в той же мере, как и для любых других электронных устройств. Для пользователей сохраниться необходимость в постоянном внимании к безопасности своих девайсов. Для владельцев критичной инфраструктуры (крупные корпорации или государство) потребуется разработка серьезных мер с внедрением многоступенчатой защиты.</p>
<ol start="2">
<li>Частоты могут пересекаться</li>
</ol>
<p>Технология рефарминга не может решить проблему пересечения частот целиком, поскольку часть диапазонов находится во владении специальных служб (военные, национальная безопасность, космические и полетные ведомства). Чтобы занять тот или иной диапазон, потребуется тщательно проанализировать его принципиальную возможность передачи для общего использования.</p>
<ol start="3">
<li>Влияние на состояние здоровья</li>
</ol>
<p>Целый ряд общественных и государственных российских деятелей России заявили в 2019-м году о необходимости тщательного изучения влияния сетей 5G на здоровье человека. Данные исследования будут проведены под эгидой Министерства здравоохранения, такими службами, как Роспотребнадзор и Федеральное медико-биологическое агентство (ФМБА). После этого будут сформулированы основные нормативы.</p>
<p><strong>Ситуация на рынке</strong></p>
<p>Аналитическое агентство Gartner указало в своем отчете за 2020-й год, что выручка от сетей 5G увеличилась на 89% по сравнению с аналогичным периодом в 2019-м году. В натуральном выражении &ndash; это внушительная сумма 4,2 млрд долларов.</p>
<p>Что касается ситуации на отечественном рынке, то операторы активно вкладываются в развитие инфраструктуры 5G. В период 2020-2027 данные капиталовложения по некоторым оценкам будут лежать в диапазоне от 550 до 610 млрд рублей. Если же учитывать концепцию совместного использования базовых станций, то затраты могут быть чуть ниже &ndash; примерно 400-450 млрд рублей.</p>
<p>На мировом же рынке уже вовсю объявляют о тестировании сете нового поколения 5G. Глобальные производители смартфонов и другой электроники уже даже выпустили линейки девайсов, которые поддерживают данную технологию &ndash; это LG V50, OnePlus 7 Pro 5G, Samsung Galaxy S10 5G, Moto Z2 Force/Z3/Z4.</p>
<p>Что касается российских операторов сотовой связи, то впереди всех находится &laquo;ВымпелКом&raquo;, который рапортовал о готовности инфраструктуры 5G на территории Москвы и области на 95%. Компания TELE2 также активно проводит установку базовых станций с соответствующей технологией. Сохраняется сложная ситуация с выделением радиочастотного диапазона, поэтому на данный момент трудно сформулировать конкретные планы компаний в направлении развертки сетей 5G.</p>
<p>Многие производители уже представили новые устройства с поддержкой 5G, но еще очень рано планировать их покупку российскому потребителю. Все их преимущества пока что доступны только в онлайн-формате, из-за отсутствия отечественной инфраструктуры.</p>
<p>Рекомендаций для пользователей также нельзя выдать в однозначном формате, поскольку имеет место быть сформированная неопределенность относительно тех частот, которые в РФ будут определены под технологию 5G. Это, в свою очередь, позволит определить перечень гаджетов, которые смогут функционировать. Что касается мирового опыта, то тут 80% стран приняли решение о развертке 5G в диапазоне 3,40-3,80 Ghz. Это определяет, что практически все девайсы изготавливаются именно под этот радиочастотный диапазон.</p>
<p>Тем не менее, есть оптимистичные оценки, касательно появления в следующем году на территории нашей страны первых коммерческих 5G устройств, среди которых, разумеется, смартфоны, очки и шлемы виртуальной реальности, а также специализированные роутеры. Пользователям будут доступны лучшие по сравнению с 4G-флагманами характеристики &mdash; большая скорость передачи данных, меньшая задержка. Однако на первых порах было бы наивно ожидать революционного скачка в повседневных сценариях использования.</p>
]]></turbo:content>
    </item>
    <item turbo="true">
      <pubDate>Mon, 14 Mar 2022 15:28:16 +0300</pubDate>
      <title>Интернет в загородный дом</title>
      <description/>
      <yandex:full-text>&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Жители загородных домов, офисов, владельцы дач, которые проводят на природе только выходные, не представляют жизнь без интернета. Пандемия коронавируса поспособствовала оттоку людей из городов, многие перешли на удалённую работу. Всем нужен стабильный и быстрый интернет, позволяющий оставаться на связи, зарабатывать, смотреть кино, скачивать видеоигры. Разберёмся, как провести интернет в загородный дом и целесообразно ли проводить в 2022 году, сравним варианты.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span&gt;

&lt;div class="fags" style="margin: 20px 0;" itemscope="itemscope" itemtype="https://schema.org/FAQPage"&gt;
  &lt;h2&gt;Часто задаваемые вопросы&lt;/h2&gt;
  &lt;div class="panel-group" id="accordion"&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2196"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2196" class="accordion-toggle"&gt;▶ А что делать, если у меня уже есть 4G модем, 4G роутер или антенна?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2196" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Замечательно! Если у Вас есть что-то из оборудования, не обязательно покупать весь комплект. Мы продаем его составляющие отдельно. Полный каталог товаров можно посмотреть на &lt;a href="https://kroks.by/shop/3g-modems-and-routers/"&gt;сайте&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;b&gt;Мы всегда индивидуально подходим к решению Вашей проблемы, а не просто продаем Вам очередной комплект!&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2195"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2195" class="accordion-toggle"&gt;▶ Как узнать какая у меня сейчас скорость?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2195" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Узнать свою скорость Вы можете &lt;b&gt;&lt;a href="https://kroks.by/sp/" target="_blank" rel="noopener"&gt;здесь &lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Если вы подключены к Wi-Fi то сервис покажет скорость интернета через Wi-Fi, если отключиться от роутера, то ваше устройство (телефон, планшет) будет брать интернет через свою сим-карту и вы увидите скорость своего 3G/4G&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2141"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2141" class="accordion-toggle"&gt;▶ Какие гарантии вы предоставляете?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2141" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Гарантия на оборудование и работы 24 месяца. В определенных ситуациях мы даем возможность вернуть оборудование.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2189"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2189" class="accordion-toggle"&gt;▶ Какую скорость интернета на даче я смогу получить?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2189" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Технология 3G позволяет получать скорости до 42Мбит/с, а 4G до 100Мбит/с. Это конечно "потолок" технологии, поэтому в реальных условиях скорость как правило ниже. В среднем мы получаем скорости 15-50 Мбит/с. &lt;a href="https://kroks.by/3g-4g-internet/what-internet-speed-is-needed/" target="_blank" rel="noopener"&gt;Узнайте какая нужна Вам&lt;/a&gt;. А огромный опыт установок по всей стране исключает избыточные траты.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
    &lt;div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question"&gt;
      &lt;div class="panel-heading" role="tab" id="heading2190"&gt;
        &lt;h3 class="panel-title" itemprop="name"&gt;
          &lt;a data-toggle="collapse" data-parent="#accordion" href="#collapse2190" class="accordion-toggle"&gt;▶ Сколько стоит в месяц?&lt;/a&gt;
        &lt;/h3&gt;
      &lt;/div&gt;
      &lt;div id="collapse2190" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer"&gt;
        &lt;div class="panel-body" itemprop="text"&gt;&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Нашей компании в месяц вы будете платить ровно &lt;strong&gt;0 рублей 00 копеек&lt;/strong&gt;. Наша задача - обеспечить вам возможность пользоваться интернетом в загородном доме в деревне, даче, поэтому нам вы платите разово за оборудование и работы (при необходимости). Со стоимостью оборудования можно ознакомится в &lt;a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener"&gt;специальном разделе&lt;/a&gt;. А дальше в это оборудование необходимо установить сим-карту сотового оператора, который будет предоставлять вам &lt;a href="https://kroks.by/3g-4g-internet/tarify-interneta-doma-i-dachi/" target="_blank" rel="noopener"&gt;интернет трафик&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;
      &lt;/div&gt;
    &lt;/div&gt;
  &lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2&gt;Интернет за городом&lt;/h2&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;img src="/images/za-gorodom.jpg" alt="Интернет в сельской местности" width="1280" height="653" /&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Одна из причин, почему люди побаиваются переехать на временное или постоянное место жительства в загородные дома – загородный интернет плохой. Одни пользователи беспокоятся за стабильность и непостоянную скорость, другие – волнуются за качество сервиса, третьих отпугивают &lt;a href="https://kroks.by/3g-4g-internet/tarify-interneta-doma-i-dachi/" target="_blank" rel="noopener"&gt;тарифные планы&lt;/a&gt;, абонентская плата. Однако, если разобраться, в большинстве посёлков услуги подключения к глобальной сети на приемлемых условиях предлагает по несколько провайдеров.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;		&lt;style&gt;
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				&lt;button type="button" class="btn btn-primary btn-lg btn-block button-getcons" formaction="#"&gt;Получить консультацию&lt;/button&gt;
		&lt;/div&gt;		
		&lt;div class="null"&gt;&lt;/div&gt;
		&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Операторы сотовой связи подключают беспроводной интернет в загородный дом благодаря широкой сетке покрытия в определённых регионах или на территории всей страны. С картой покрытия можно ознакомиться на официальном сайте провайдера. Если смартфон уверенно ловит 4G интернет за городом, позволяет смотреть видео онлайн, проблем со скоростью не будет даже на компьютере. Второй вариант – &lt;a href="https://kroks.by/3g-4g-internet/sputnikovyy-internet/" target="_blank" rel="noopener"&gt;спутниковый интернет&lt;/a&gt;, третий – проводной. Рассмотрим каждую технологию подробнее.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2&gt;&lt;span class="h2"&gt;Интернет за городом варианты&lt;/span&gt;&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Различают следующие варианты подключить интернет за городом:&lt;/span&gt;&lt;/p&gt;&#13;
&lt;ul style="text-align: justify;"&gt;&#13;
&lt;li&gt;&lt;span style="font-size: 12pt;"&gt;Проводной – оптоволокно.&lt;/span&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;span style="font-size: 12pt;"&gt;Беспроводной – спутниковый, мобильный по технологии 3G/4G, WiMax.&lt;/span&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Провайдеры, обеспечившие городских жителей высокоскоростным доступом к сети, расширяют клиентскую базу, прокладывая оптоволоконные линии связи в близлежащие посёлки. Если живёте в таком населённом пункте, сможете смотреть 4K-видео, качать игры. Для раздачи интернета нескольким устройствам нужен беспроводной маршрутизатор.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Спутниковый интернет в загородный дом можно провести в любой точке страны. Он бывает:&lt;/span&gt;&lt;/p&gt;&#13;
&lt;ul style="text-align: justify;"&gt;&#13;
&lt;li&gt;&lt;span style="font-size: 12pt;"&gt;Односторонним (ассиметричным) – спутниковая антенна работает только на приём, для отправки данных нужен альтернативный доступ к сети, например, низкоскоростной мобильный канал связи.&lt;/span&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;span style="font-size: 12pt;"&gt;Двухсторонним (симметричным) – антенна принимает и передаёт данные (в Беларуси технология запрещена).&lt;/span&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Спутниковый канал связи отличается высокими тарифами и ограниченным трафиком. Он требует максимум оборудования, которое зачастую можно арендовать. Стабильность соединения частично зависит от погоды.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="https://kroks.by/3g-4g-internet/internet-na-dachu/" target="_blank" rel="noopener"&gt;Мобильный 3G/4G&lt;/a&gt; – оптимальный способ организовать загородный интернет. Он доступен по всей стране, гарантирует пропускную способность до сотни мегабит за секунду (скорость зависит от ряда условий), требует меньше вложений, чем спутниковый. Провайдеры предлагают приемлемые ценники за безлимитный трафик, а если на даче бываете нерегулярно – недорогие тарифные планы с ограниченным трафиком. &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;Беспроводной роутер&lt;/a&gt; обеспечит выходом в сеть мобильные устройства, а возможность работать от аккумулятора позволяет подключать к интернету смартфоны вдали от цивилизации, например, когда отдыхаете на речке или нет энергоснабжения.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span class="h2"&gt;Как сделать интернет за городом&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Оптимальный вариант оставаться на связи в сельской местности – 3G/4G интернет, причём при возможности предпочтение отдают более продвинутой технологии 4G. Сложностей в том, как подключить 4G-интернет за городом, нет, сделать это можно &lt;a href="https://kroks.by/useful-articles/instrukczii/manual-antenna-with-kroks-router/" target="_blank" rel="noopener"&gt;своими руками&lt;/a&gt;. Порядок действий следующий.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Изучите всех поставщиков услуг в населённом пункте. Обращайте внимание на &lt;a href="https://kroks.by/about/client-feedback/" target="_blank" rel="noopener"&gt;отзывы&lt;/a&gt;, тарифы, качество обслуживания, стоимость оборудования. Пообщайтесь с соседями, которые пользуются услугами интересующего оператора.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Второй шаг – покупка оборудования. Обычно это 3G/4G-модем с SIM-картой и встроенным роутером (оснащаются не все модели) – раздаст интернет по Wi-Fi, при наличии LAN-портов – предоставит доступ к сети компьютеру и ноутбуку по Ethernet. Модем желательно покупать со встроенными антеннами, которые усиливают сигнал.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Третий – подключение модема с SIM-картой к ПК. После может потребоваться ручная установка драйверов для оборудования, настройка сети (зависит от провайдера, роутера).&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Если качество сигнала нестабильное, не оправдывает ожидания, например, находитесь далеко от вышки, или дом расположен в низине, понадобится дополнительное оборудование для усиления сигнала.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;img src="https://kroks.by/upload/shop_1/2/6/5/item_2653/item_2653.jpg" width="500" height="500" alt="Подбор комплекта для усиления интернета за городом" /&gt;&lt;/p&gt;&#13;
&lt;h2&gt;Какой комплект для загородного интернета выбрать&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для подключения нужен 3G/4G-роутер, для открытия доступа к сети проводным (ПК) и беспроводным (смартфон, ноутбук) устройствам, если купили модем без встроенного маршрутизатора, понадобится Wi-Fi-маршрутизатор.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;При слабом сигнале, низкой скорости интернета в загородном доме или высоком уровне шумов целесообразно приобрести антенну (направленную, широкополосную) с подходящим коэффициентов усиления. Иногда спасает комнатная, лучше покупать внешнюю.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Антенна монтируется на высоте 4-8 м, одним концом к ней подключается коаксиальный кабель, другим – к модему через переходник. Рекомендуемая длина кабеля – 10 м, при большей наблюдается сильное затухание сигнала. Для увеличения площади покрытия Wi-Fi понадобится второй маршрутизатор, а улучшения качества сигнала – &lt;a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener"&gt;комплект для усиления 3G/4G&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;h2&gt;Загородный интернет с комфортом&lt;/h2&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Лучший беспроводной интернет за городом Минск – &lt;a href="https://kroks.by/3g-4g-internet/internet-dlya-dachi-i-kottedzha/" target="_blank" rel="noopener"&gt;A1&lt;/a&gt;. Подключить его в Беларуси помогут специалисты компании «Крокс». В телефонном режиме они подберут оптимальный комплект оборудования для каждого клиента индивидуально. От вас потребуется адрес, информация о высоте монтажа антенны и выделенный бюджет.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;		&lt;style&gt;
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&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Компания «Крокс» за десять лет накопила огромный опыт в сфере усиления сигнала мобильных сетей. Бригада монтажников доставит, установит и настроит оборудование для получения максимальной скорости. При необходимости, организует локальную домашнюю сеть, порекомендует оптимальный тарифный план. Если хотите сэкономить на монтаже, специалисты подскажут, как сделать 3G/4G-интернет за городом своими руками: где установить, куда направить антенну, как подключить и настроить оборудование.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;a href="#" onclick="return add_favorite(this);"&gt;Добавить в Избранное чтоб не потерять статью&lt;/a&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;strong&gt;Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: left; padding-left: 40px;"&gt;&lt;span style="font-size: 12pt;"&gt;Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета за городом в рассрочку до 3х месяцев.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;С &lt;strong&gt;отзывами о нас&lt;/strong&gt; можно ознакомится на сайтах &lt;span style="text-decoration: underline;"&gt;&lt;span style="background-color: #ffffff; color: #3598db;"&gt;&lt;a href="https://kroks.by/google" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;"&gt;Google&lt;/a&gt;&lt;/span&gt;&lt;/span&gt; и &lt;span style="text-decoration: underline;"&gt;&lt;span style="background-color: #ffffff; color: #3598db;"&gt;&lt;a href="https://kroks.by/yandex" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;"&gt;Яндекс&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;.&lt;/span&gt;&lt;/p&gt;</yandex:full-text>
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<h1>Интернет в загородный дом</h1>
</header>
<h2>Интернет в загородный дом</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Жители загородных домов, офисов, владельцы дач, которые проводят на природе только выходные, не представляют жизнь без интернета. Пандемия коронавируса поспособствовала оттоку людей из городов, многие перешли на удалённую работу. Всем нужен стабильный и быстрый интернет, позволяющий оставаться на связи, зарабатывать, смотреть кино, скачивать видеоигры. Разберёмся, как провести интернет в загородный дом и целесообразно ли проводить в 2022 году, сравним варианты.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span>

<div class="fags" style="margin: 20px 0;" itemscope="itemscope" itemtype="https://schema.org/FAQPage">
  <h2>Часто задаваемые вопросы</h2>
  <div class="panel-group" id="accordion">
    <div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question">
      <div class="panel-heading" role="tab" id="heading2196">
        <h3 class="panel-title" itemprop="name">
          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2196" class="accordion-toggle">▶ А что делать, если у меня уже есть 4G модем, 4G роутер или антенна?</a>
        </h3>
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      <div id="collapse2196" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p><span style="font-size: 12pt;">Замечательно! Если у Вас есть что-то из оборудования, не обязательно покупать весь комплект. Мы продаем его составляющие отдельно. Полный каталог товаров можно посмотреть на&nbsp;<a href="https://kroks.by/shop/3g-modems-and-routers/">сайте</a>.</span></p>
<p><span style="font-size: 12pt;"><b>Мы всегда индивидуально подходим к решению Вашей проблемы, а не просто продаем Вам очередной комплект!</b></span></p></div>
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        <h3 class="panel-title" itemprop="name">
          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2195" class="accordion-toggle">▶ Как узнать какая у меня сейчас скорость?</a>
        </h3>
      </div>
      <div id="collapse2195" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p><span style="font-size: 12pt;">Узнать свою скорость Вы можете&nbsp;<b><a href="https://kroks.by/sp/" target="_blank" rel="noopener">здесь&nbsp;</a></b></span></p>
<p><span style="font-size: 12pt;">Если вы подключены к Wi-Fi то сервис покажет скорость интернета через Wi-Fi, если отключиться от роутера, то ваше устройство (телефон, планшет) будет брать интернет через свою сим-карту и вы увидите скорость своего 3G/4G</span></p></div>
      </div>
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    <div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question">
      <div class="panel-heading" role="tab" id="heading2141">
        <h3 class="panel-title" itemprop="name">
          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2141" class="accordion-toggle">▶ Какие гарантии вы предоставляете?</a>
        </h3>
      </div>
      <div id="collapse2141" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p><span style="font-size: 12pt;">Гарантия на оборудование и работы 24 месяца. В определенных ситуациях мы даем возможность вернуть оборудование.</span></p></div>
      </div>
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    <div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question">
      <div class="panel-heading" role="tab" id="heading2189">
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          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2189" class="accordion-toggle">▶ Какую скорость интернета на даче я смогу получить?</a>
        </h3>
      </div>
      <div id="collapse2189" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p><span style="font-size: 12pt;">Технология 3G позволяет получать скорости до 42Мбит/с, а 4G до 100Мбит/с. Это конечно "потолок" технологии, поэтому в реальных условиях скорость как правило ниже. В среднем мы получаем скорости 15-50 Мбит/с. <a href="https://kroks.by/3g-4g-internet/what-internet-speed-is-needed/" target="_blank" rel="noopener">Узнайте какая нужна Вам</a>. А огромный опыт установок по всей стране исключает избыточные траты.</span></p></div>
      </div>
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    <div class="panel panel-default" itemscope="itemscope" itemprop="mainEntity" itemtype="http://schema.org/Question">
      <div class="panel-heading" role="tab" id="heading2190">
        <h3 class="panel-title" itemprop="name">
          <a data-toggle="collapse" data-parent="#accordion" href="#collapse2190" class="accordion-toggle">▶ Сколько стоит в месяц?</a>
        </h3>
      </div>
      <div id="collapse2190" class="panel-collapse collapse" itemprop="acceptedAnswer" itemscope="itemscope" itemtype="http://schema.org/Answer">
        <div class="panel-body" itemprop="text"><p style="text-align: justify;"><span style="font-size: 12pt;">Нашей компании в месяц вы будете платить ровно&nbsp;<strong>0 рублей 00 копеек</strong>. Наша задача - обеспечить вам возможность пользоваться интернетом в загородном доме в деревне, даче, поэтому нам вы платите разово за оборудование и работы (при необходимости). Со стоимостью оборудования можно ознакомится в <a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener">специальном разделе</a>. А дальше в это оборудование необходимо установить сим-карту сотового оператора, который будет предоставлять вам <a href="https://kroks.by/3g-4g-internet/tarify-interneta-doma-i-dachi/" target="_blank" rel="noopener">интернет трафик</a>.</span></p></div>
      </div>
    </div>
  </div>
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</span></span></p>
<h2>Интернет за городом</h2>
<p style="text-align: center;"><img src="/images/za-gorodom.jpg" alt="Интернет в сельской местности" width="1280" height="653" /></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Одна из причин, почему люди побаиваются переехать на временное или постоянное место жительства в загородные дома &ndash; загородный интернет плохой. Одни пользователи беспокоятся за стабильность и непостоянную скорость, другие &ndash; волнуются за качество сервиса, третьих отпугивают <a href="https://kroks.by/3g-4g-internet/tarify-interneta-doma-i-dachi/" target="_blank" rel="noopener">тарифные планы</a>, абонентская плата. Однако, если разобраться, в большинстве посёлков услуги подключения к глобальной сети на приемлемых условиях предлагает по несколько провайдеров.</span></p>
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<p style="text-align: justify;"><span style="font-size: 12pt;">Операторы сотовой связи подключают беспроводной интернет в загородный дом благодаря широкой сетке покрытия в определённых регионах или на территории всей страны. С картой покрытия можно ознакомиться на официальном сайте провайдера. Если смартфон уверенно ловит 4G интернет за городом, позволяет смотреть видео онлайн, проблем со скоростью не будет даже на компьютере. Второй вариант &ndash; <a href="https://kroks.by/3g-4g-internet/sputnikovyy-internet/" target="_blank" rel="noopener">спутниковый интернет</a>, третий &ndash; проводной. Рассмотрим каждую технологию подробнее.</span></p>
<h2><span class="h2">Интернет за городом варианты</span></h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Различают следующие варианты подключить интернет за городом:</span></p>
<ul style="text-align: justify;">
<li><span style="font-size: 12pt;">Проводной &ndash; оптоволокно.</span></li>
<li><span style="font-size: 12pt;">Беспроводной &ndash; спутниковый, мобильный по технологии 3G/4G, WiMax.</span></li>
</ul>
<p style="text-align: justify;"><span style="font-size: 12pt;">Провайдеры, обеспечившие городских жителей высокоскоростным доступом к сети, расширяют клиентскую базу, прокладывая оптоволоконные линии связи в близлежащие посёлки. Если живёте в таком населённом пункте, сможете смотреть 4K-видео, качать игры. Для раздачи интернета нескольким устройствам нужен беспроводной маршрутизатор.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Спутниковый интернет в загородный дом можно провести в любой точке страны. Он бывает:</span></p>
<ul style="text-align: justify;">
<li><span style="font-size: 12pt;">Односторонним (ассиметричным) &ndash; спутниковая антенна работает только на приём, для отправки данных нужен альтернативный доступ к сети, например, низкоскоростной мобильный канал связи.</span></li>
<li><span style="font-size: 12pt;">Двухсторонним (симметричным) &ndash; антенна принимает и передаёт данные (в Беларуси технология запрещена).</span></li>
</ul>
<p style="text-align: justify;"><span style="font-size: 12pt;">Спутниковый канал связи отличается высокими тарифами и ограниченным трафиком. Он требует максимум оборудования, которое зачастую можно арендовать. Стабильность соединения частично зависит от погоды.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><a href="https://kroks.by/3g-4g-internet/internet-na-dachu/" target="_blank" rel="noopener">Мобильный 3G/4G</a> &ndash; оптимальный способ организовать загородный интернет. Он доступен по всей стране, гарантирует пропускную способность до сотни мегабит за секунду (скорость зависит от ряда условий), требует меньше вложений, чем спутниковый. Провайдеры предлагают приемлемые ценники за безлимитный трафик, а если на даче бываете нерегулярно &ndash; недорогие тарифные планы с ограниченным трафиком. <a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">Беспроводной роутер</a> обеспечит выходом в сеть мобильные устройства, а возможность работать от аккумулятора позволяет подключать к интернету смартфоны вдали от цивилизации, например, когда отдыхаете на речке или нет энергоснабжения.</span></p>
<p><span class="h2">Как сделать интернет за городом</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Оптимальный вариант оставаться на связи в сельской местности &ndash; 3G/4G интернет, причём при возможности предпочтение отдают более продвинутой технологии 4G. Сложностей в том, как подключить 4G-интернет за городом, нет, сделать это можно <a href="https://kroks.by/useful-articles/instrukczii/manual-antenna-with-kroks-router/" target="_blank" rel="noopener">своими руками</a>. Порядок действий следующий.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Изучите всех поставщиков услуг в населённом пункте. Обращайте внимание на <a href="https://kroks.by/about/client-feedback/" target="_blank" rel="noopener">отзывы</a>, тарифы, качество обслуживания, стоимость оборудования. Пообщайтесь с соседями, которые пользуются услугами интересующего оператора.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Второй шаг &ndash; покупка оборудования. Обычно это 3G/4G-модем с SIM-картой и встроенным роутером (оснащаются не все модели) &ndash; раздаст интернет по Wi-Fi, при наличии LAN-портов &ndash; предоставит доступ к сети компьютеру и ноутбуку по Ethernet. Модем желательно покупать со встроенными антеннами, которые усиливают сигнал.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Третий &ndash; подключение модема с SIM-картой к ПК. После может потребоваться ручная установка драйверов для оборудования, настройка сети (зависит от провайдера, роутера).</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Если качество сигнала нестабильное, не оправдывает ожидания, например, находитесь далеко от вышки, или дом расположен в низине, понадобится дополнительное оборудование для усиления сигнала.</span></p>
<p style="text-align: center;"><img src="https://kroks.by/upload/shop_1/2/6/5/item_2653/item_2653.jpg" width="500" height="500" alt="Подбор комплекта для усиления интернета за городом" /></p>
<h2>Какой комплект для загородного интернета выбрать</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для подключения нужен 3G/4G-роутер, для открытия доступа к сети проводным (ПК) и беспроводным (смартфон, ноутбук) устройствам, если купили модем без встроенного маршрутизатора, понадобится Wi-Fi-маршрутизатор.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">При слабом сигнале, низкой скорости интернета в загородном доме или высоком уровне шумов целесообразно приобрести антенну (направленную, широкополосную) с подходящим коэффициентов усиления. Иногда спасает комнатная, лучше покупать внешнюю.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Антенна монтируется на высоте 4-8 м, одним концом к ней подключается коаксиальный кабель, другим &ndash; к модему через переходник. Рекомендуемая длина кабеля &ndash; 10 м, при большей наблюдается сильное затухание сигнала. Для увеличения площади покрытия Wi-Fi понадобится второй маршрутизатор, а улучшения качества сигнала &ndash; <a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener">комплект для усиления 3G/4G</a>.</span></p>
<h2>Загородный интернет с комфортом</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Лучший беспроводной интернет за городом Минск &ndash; <a href="https://kroks.by/3g-4g-internet/internet-dlya-dachi-i-kottedzha/" target="_blank" rel="noopener">A1</a>. Подключить его в Беларуси помогут специалисты компании &laquo;Крокс&raquo;. В телефонном режиме они подберут оптимальный комплект оборудования для каждого клиента индивидуально. От вас потребуется адрес, информация о высоте монтажа антенны и выделенный бюджет.</span></p>
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<p style="text-align: justify;"><span style="font-size: 12pt;">Компания &laquo;Крокс&raquo; за десять лет накопила огромный опыт в сфере усиления сигнала мобильных сетей. Бригада монтажников доставит, установит и настроит оборудование для получения максимальной скорости. При необходимости, организует локальную домашнюю сеть, порекомендует оптимальный тарифный план. Если хотите сэкономить на монтаже, специалисты подскажут, как сделать 3G/4G-интернет за городом своими руками: где установить, куда направить антенну, как подключить и настроить оборудование.</span></p>
<p><a href="#" onclick="return add_favorite(this);">Добавить в Избранное чтоб не потерять статью</a></p>
<p style="text-align: center;"><span style="font-size: 12pt;" class="txt-blue"><strong>Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.</strong></span></p>
<p style="text-align: left; padding-left: 40px;"><span style="font-size: 12pt;">Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета за городом в рассрочку до 3х месяцев.</span></p>
<p style="text-align: center;"><span style="font-size: 12pt;">С&nbsp;<strong>отзывами о нас</strong>&nbsp;можно ознакомится на сайтах&nbsp;<span style="text-decoration: underline;"><span style="background-color: #ffffff; color: #3598db;"><a href="https://kroks.by/google" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;">Google</a></span></span>&nbsp;и&nbsp;<span style="text-decoration: underline;"><span style="background-color: #ffffff; color: #3598db;"><a href="https://kroks.by/yandex" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;">Яндекс</a></span></span>.</span></p>
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    <item turbo="true">
      <pubDate>Tue, 08 Feb 2022 17:08:17 +0300</pubDate>
      <title>Какая скорость домашнего интернета нужна</title>
      <description/>
      <yandex:full-text>&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Многие наши клиенты думают, что есть смысл подключить домашний интернет в деревне только если будут высокие скорости. Часто нам так прямо и говорят, что нужна скорость «хотя бы 100 мегабит в секунду». На самом деле, для большинства стандартных задач требования к скорости невысокие.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для начала разберемся цифрах.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 14pt;"&gt;&lt;strong&gt;Мегабиты, мегабайты и что это значит&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;1 байт = 8 бит поэтому 1 мегабит в секунду (Мбит/с) и 1 мегабайт секунду (МБ/с) это результаты отличающиеся в 8 раз. Некоторые сервисы, измеряющие скорость домашнего интернета, показывает скорость мегабайтах секунду другие мегабитах. Чаще всего используется привязка к битам в секунду, на них и будем объяснять.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Измерить скорость можно прямо на нашем сайте по ссылке &lt;a href="/sp/" target="_blank" rel="noopener"&gt;https://kroks.by/sp/&lt;/a&gt; если вы сделаете замер скорости своего интернета при помощи этого сервиса, то он покажет две скорости одна «Скачать» (Download), вторая «Загрузить» (Upload). &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;Для  того чтобы просматривать видео скачивать фильмы, игры и так далее чаще всего нужна высокая скорость именно на приём – «Скачать».&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Но не для всех задач нужна высокая скорость.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для того чтобы понять для каких задач какой скорости достаточно мы приводим примерную таблицу.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;table width="80%" border="2"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size: 12pt;"&gt;Что делаем в интернете&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size: 12pt;"&gt;Необходимая скорость (Мбит/с)&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Браузинг, почта, соц. сети (без видео и больших картинок)&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;2&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Онлайн-игры&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;2&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Видеоконференция&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;3&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;SD-видео (360p, 480p)&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;3&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;HD-видео (720p)&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;видеонаблюдение, онлайн ТВ&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;5&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;Full-HD-видео (1 080p)&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;8&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;2К-видео (1 440p)&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;10&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="width: 567.719px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;4К-видео (2 160p)&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="width: 419.078px;"&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;25+&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt; &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Эти скорости актуальных для одного устройства. В реальности часто одновременно интернет используется на нескольких устройствах, поэтому данные из таблицы нужно брать с запасом.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для средней семьи из четырех человек, когда есть телевизор, планшет, ноутбук и телефоны можно примерно эту скорость умножать на два и этого вполне будет достаточно для тех задач, которые выберите из таблицы. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Отдельно стоит упомянуть онлай игры. Большинство игр не требуют высокой скорости интернета, т.к. основной «тяжелый» контент скачивается в момент установки игры. Во время игрового процесса ваше устройство обменивается с игровым сервером небольшим объемом данных. Поэтому как правило скорости в 2-4 Мбит/с вполне достаточно. Но для игр важнее другой параметр – скорость ответа сервера (пинг). В мобильном интернете эти значения в среднем составляют 30-50 миллисекунд (мс) для 3G и 10-40 мс для 4G. Этого вполне достаточно для комфортной игры.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Резюме: чтобы подключить интернет в деревню не нужно гнаться за скоростями «от 100Мбит/с», в большинстве случаев это не нужно, но иметь небольшой запас относительно минимальных требований все же нужно.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Есть еще нюансы про скорость для видеонаблюдения, умного дома, бесперебойность работы и раздачу интернета по wifi в самом доме и за его пределами, но всего в одной статье не описать.  Если Вы не знаете как подключить интернет за в деревне, то наши специалисты проконсультирую и помогут подобрать варианты.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Желаем вам хорошего интернета!&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: 12pt;"&gt; &lt;img src="/images/IMG_20190704_151913.jpg" width="800" height="450" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку. Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета в деревне в рассрочку до 3х месяцев. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;С &lt;strong&gt;отзывами о нас&lt;/strong&gt; можно ознакомится на сайтах &lt;a href="https://kroks.by/google" target="_blank" rel="noopener"&gt;Google&lt;/a&gt; и &lt;a href="https://kroks.by/yandex" target="_blank" rel="noopener"&gt;Яндекс&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;</yandex:full-text>
      <guid>https://kroks.by/3g-4g-internet/what-internet-speed-is-needed/</guid>
      <link>https://kroks.by/3g-4g-internet/what-internet-speed-is-needed/</link>
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      <turbo:content><![CDATA[
<header>
<figure>
<img src="https://kroks.by/upload/information_system_426/2/1/8/item_2180/item_2180.jpg" />
</figure>
<h1>Какая скорость домашнего интернета нужна</h1>
</header>
<h2>Какая скорость домашнего интернета нужна</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Многие наши клиенты думают, что есть смысл подключить домашний интернет в деревне только если будут высокие скорости. Часто нам так прямо и говорят, что нужна скорость &laquo;хотя бы 100 мегабит в секунду&raquo;. На самом деле, для большинства стандартных задач требования к скорости невысокие.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для начала разберемся цифрах.</span></p>
<p style="text-align: justify;"><span style="font-size: 14pt;"><strong>Мегабиты, мегабайты и что это значит</strong></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">1 байт = 8 бит поэтому 1 мегабит в секунду (Мбит/с) и 1 мегабайт секунду (МБ/с) это результаты отличающиеся в 8 раз. Некоторые сервисы, измеряющие скорость домашнего интернета, показывает скорость мегабайтах секунду другие мегабитах. Чаще всего используется привязка к битам в секунду, на них и будем объяснять.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Измерить скорость можно прямо на нашем сайте по ссылке <a href="/sp/" target="_blank" rel="noopener">https://kroks.by/sp/</a> если вы сделаете замер скорости своего интернета при помощи этого сервиса, то он покажет две скорости одна &laquo;Скачать&raquo; (Download), вторая &laquo;Загрузить&raquo; (Upload). </span><br /><span style="font-size: 12pt;">Для &nbsp;того чтобы просматривать видео скачивать фильмы, игры и так далее чаще всего нужна высокая скорость именно на приём &ndash; &laquo;Скачать&raquo;.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Но не для всех задач нужна высокая скорость.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для того чтобы понять для каких задач какой скорости достаточно мы приводим примерную таблицу.</span></p>
<table width="80%" border="2">
<tbody>
<tr>
<td style="width: 567.719px;">
<p><strong><span style="font-size: 12pt;">Что делаем в интернете</span></strong></p>
</td>
<td style="width: 419.078px;">
<p><strong><span style="font-size: 12pt;">Необходимая скорость (Мбит/с)</span></strong></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">Браузинг, почта, соц. сети (без видео и больших картинок)</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">2</span></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">Онлайн-игры</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">2</span></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">Видеоконференция</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">3</span></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">SD-видео (360p, 480p)</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">3</span></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">HD-видео (720p)</span><br /><span style="font-size: 12pt;">видеонаблюдение, онлайн ТВ</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">5</span></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">Full-HD-видео (1&nbsp;080p)</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">8</span></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">2К-видео (1&nbsp;440p)</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">10</span></p>
</td>
</tr>
<tr>
<td style="width: 567.719px;">
<p><span style="font-size: 12pt;">4К-видео (2&nbsp;160p)</span></p>
</td>
<td style="width: 419.078px;">
<p><span style="font-size: 12pt;">25+</span></p>
</td>
</tr>
</tbody>
</table>
<p style="text-align: justify;"><span style="font-size: 12pt;">&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Эти скорости актуальных для одного устройства. В реальности часто одновременно интернет используется на нескольких устройствах, поэтому данные из таблицы нужно брать с запасом.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Для средней семьи из четырех человек, когда есть телевизор, планшет, ноутбук и телефоны можно примерно эту скорость умножать на два и этого вполне будет достаточно для тех задач, которые выберите из таблицы.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Отдельно стоит упомянуть онлай игры. Большинство игр не требуют высокой скорости интернета, т.к. основной &laquo;тяжелый&raquo; контент скачивается в момент установки игры. Во время игрового процесса ваше устройство обменивается с игровым сервером небольшим объемом данных. Поэтому как правило скорости в 2-4 Мбит/с вполне достаточно. Но для игр важнее другой параметр &ndash; скорость ответа сервера (пинг). В мобильном интернете эти значения в среднем составляют 30-50 миллисекунд (мс) для 3G и 10-40 мс для 4G. Этого вполне достаточно для комфортной игры.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Резюме: чтобы подключить интернет в деревню не нужно гнаться за скоростями &laquo;от 100Мбит/с&raquo;, в большинстве случаев это не нужно, но иметь небольшой запас относительно минимальных требований все же нужно.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Есть еще нюансы про скорость для видеонаблюдения, умного дома, бесперебойность работы и раздачу интернета по wifi в самом доме и за его пределами, но всего в одной статье не описать.&nbsp; Если Вы не знаете как подключить интернет за в деревне, то наши специалисты проконсультирую и помогут подобрать варианты.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Желаем вам хорошего интернета!</span></p>
<p><span style="font-size: 12pt;">&nbsp;<img src="/images/IMG_20190704_151913.jpg" width="800" height="450" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: center;"><span style="font-size: 12pt;">Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.&nbsp;Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета в деревне в рассрочку до 3х месяцев.&nbsp;</span></p>
<p style="text-align: center;"><span style="font-size: 12pt;">С&nbsp;<strong>отзывами о нас</strong>&nbsp;можно ознакомится на сайтах&nbsp;<a href="https://kroks.by/google" target="_blank" rel="noopener">Google</a>&nbsp;и&nbsp;<a href="https://kroks.by/yandex" target="_blank" rel="noopener">Яндекс</a>.</span></p>
]]></turbo:content>
    </item>
    <item turbo="true">
      <pubDate>Tue, 08 Feb 2022 16:14:04 +0300</pubDate>
      <title>Мобильная связь Белтелеком</title>
      <description/>
      <yandex:full-text>&lt;p&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img 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" width="910" height="199" alt="" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;В январе 2022 года Белтелеком сообщил о том, что Министерством связи Беларуси выдана соответствующая лицензия. Теперь в ряду с &lt;a href="https://kroks.by/3g-4g-internet/internet-dlya-dachi-i-kottedzha/" target="_blank" rel="noopener"&gt;A1&lt;/a&gt;, &lt;a href="https://kroks.by/3g-4g-internet/kachestvennyy-internet-dlya-zagorodnogo-doma-ot-mts/" target="_blank" rel="noopener"&gt;МТС&lt;/a&gt;, &lt;a href="https://kroks.by/3g-4g-internet/mobilnyy-internet-ot-life/" target="_blank" rel="noopener"&gt;Life&lt;/a&gt;, &lt;a href="https://kroks.by/3g-4g-internet/internet-ot-anlim-bel-za-i-protiv/"&gt;Анлим.бел&lt;/a&gt; мобильный интернет Белтелеком будет доступен на базе инфраструктурного оператора Becloud. Объективно это хорошая новость, т.к. любая конкуренция на рынке выгодна конечному потребителю в виде снижения цен на тарифные планы и более качественное оказание услуг. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Учитывая долю рынка, которую занимает Белтелеком в предоставлении фиксированного интернета и ресурсы, которые могут быть выделены на этот проект мы ожидаем очень и очень хороший старт. Кроме того нельзя не отметить, что Белтелекому принадлежит 51% акций компании МТС. И взаимодействие двух телекоммуникационных гигантов точно может изменить рынок предоставления мобильного интернета в 4G сетях. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Также это дает надежду на увеличение емкости мобильной сети 4G Becloud, потому что даже сейчас на онлайн картах покрытия средние скорости далеки от высоких. А как показывает наш опыт в летний период их смело можно делить пополам в лучшем случае.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;span style="text-align: justify;"&gt;Сейчас совсем нет никакой информации ни о тарифах мобильной связи Белтелеком, ни о перечне оборудования, которое будет использоваться. Также не известна бизнес-модель -  будут ли выдаваться только сим-карты, либо с ней будет идти &lt;a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener"&gt;роутер 4G с сим-картой&lt;/a&gt;. Но очевидно одно, что проблема усиления мобильного интернета Белтелеком будет стоять как и прежде. М&lt;/span&gt;обильный интернет от Белтелеком усиливается с помощью того же &lt;a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener"&gt;оборудования&lt;/a&gt; которое используется и в случае с другими сотовыми операторами. Для этого используются антенны с кабельными сборками.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Огромный опыт работы в данной нише, позволяет нам безошибочно подбирать оборудование не зависимо от проблемы, сотового оператора и местоположения. А профессиональные инженеры при необходимости настроят и установят его.&lt;/span&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;" class="txt-blue"&gt;&lt;strong&gt;Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: left; padding-left: 40px;"&gt;&lt;span style="font-size: 12pt;"&gt;Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета на даче в рассрочку до 3х месяцев.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;С &lt;strong&gt;отзывами о нас&lt;/strong&gt; можно ознакомится на сайтах &lt;span style="text-decoration: underline;"&gt;&lt;span style="background-color: #ffffff; color: #3598db;"&gt;&lt;a href="https://kroks.by/google" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;"&gt;Google&lt;/a&gt;&lt;/span&gt;&lt;/span&gt; и &lt;span style="text-decoration: underline;"&gt;&lt;span style="background-color: #ffffff; color: #3598db;"&gt;&lt;a href="https://kroks.by/yandex" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;"&gt;Яндекс&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;.&lt;/span&gt;&lt;/p&gt;</yandex:full-text>
      <guid>https://kroks.by/3g-4g-internet/mobilnaya-svyaz-ot-beltelekom/</guid>
      <link>https://kroks.by/3g-4g-internet/mobilnaya-svyaz-ot-beltelekom/</link>
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<header>
<figure>
<img src="https://kroks.by/upload/information_system_426/2/1/7/item_2179/item_2179.jpg" />
</figure>
<h1>Мобильная связь Белтелеком</h1>
</header>
<h2>Мобильная связь Белтелеком</h2>
<p><span style="font-size: 12pt;"><img 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width="910" height="199" alt="" style="display: block; margin-left: auto; margin-right: auto;" /></span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">В январе 2022 года Белтелеком сообщил о том, что Министерством связи Беларуси выдана соответствующая лицензия. Теперь в ряду с <a href="https://kroks.by/3g-4g-internet/internet-dlya-dachi-i-kottedzha/" target="_blank" rel="noopener">A1</a>, <a href="https://kroks.by/3g-4g-internet/kachestvennyy-internet-dlya-zagorodnogo-doma-ot-mts/" target="_blank" rel="noopener">МТС</a>, <a href="https://kroks.by/3g-4g-internet/mobilnyy-internet-ot-life/" target="_blank" rel="noopener">Life</a>, <a href="https://kroks.by/3g-4g-internet/internet-ot-anlim-bel-za-i-protiv/">Анлим.бел</a> мобильный интернет Белтелеком будет доступен на базе инфраструктурного оператора Becloud. Объективно это хорошая новость, т.к. любая конкуренция на рынке выгодна конечному потребителю в виде снижения цен на тарифные планы и более качественное оказание услуг. </span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Учитывая долю рынка, которую занимает Белтелеком в предоставлении фиксированного интернета и ресурсы, которые могут быть выделены на этот проект мы ожидаем очень и очень хороший старт. Кроме того нельзя не отметить, что Белтелекому принадлежит 51% акций компании МТС. И взаимодействие двух телекоммуникационных гигантов точно может изменить рынок предоставления мобильного интернета в 4G сетях.&nbsp;</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Также это дает надежду на увеличение емкости мобильной сети 4G Becloud, потому что даже сейчас на онлайн картах покрытия средние скорости далеки от высоких. А как показывает наш опыт в летний период их смело можно делить пополам в лучшем случае.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;"><span style="text-align: justify;">Сейчас совсем нет никакой информации ни о тарифах мобильной связи Белтелеком, ни о перечне оборудования, которое будет использоваться. Также не известна бизнес-модель -&nbsp; будут ли выдаваться только сим-карты, либо с ней будет идти <a href="https://kroks.by/shop/3g-modems-and-routers/turnkey-solutions-in-antenna/" target="_blank" rel="noopener">роутер 4G с сим-картой</a>. Но очевидно одно, что проблема усиления мобильного интернета Белтелеком будет стоять как и прежде. М</span>обильный интернет от Белтелеком усиливается с помощью того же <a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener">оборудования</a> которое используется и в случае с другими сотовыми операторами. Для этого используются антенны с кабельными сборками.</span></p>
<p style="text-align: justify;"><span style="font-size: 12pt;">Огромный опыт работы в данной нише, позволяет нам безошибочно подбирать оборудование не зависимо от проблемы, сотового оператора и местоположения. А профессиональные инженеры при необходимости настроят и установят его.</span><span style="font-size: 12pt;"></span></p>
<p style="text-align: center;"><span style="font-size: 12pt;" class="txt-blue"><strong>Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.</strong></span></p>
<p style="text-align: left; padding-left: 40px;"><span style="font-size: 12pt;">Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета на даче в рассрочку до 3х месяцев.</span></p>
<p style="text-align: center;"><span style="font-size: 12pt;">С&nbsp;<strong>отзывами о нас</strong>&nbsp;можно ознакомится на сайтах&nbsp;<span style="text-decoration: underline;"><span style="background-color: #ffffff; color: #3598db;"><a href="https://kroks.by/google" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;">Google</a></span></span>&nbsp;и&nbsp;<span style="text-decoration: underline;"><span style="background-color: #ffffff; color: #3598db;"><a href="https://kroks.by/yandex" target="_blank" rel="noopener" style="background-color: #ffffff; color: #3598db; text-decoration: underline;">Яндекс</a></span></span>.</span></p>
]]></turbo:content>
    </item>
    <item turbo="true">
      <pubDate>Mon, 07 Feb 2022 14:11:41 +0300</pubDate>
      <title>Что такое коэффициент усиления 4G антенны?</title>
      <description/>
      <yandex:full-text>&lt;p style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Коэффициент усиления 3G 4G антенны  – это тот самый случай, который может поставить в тупик даже самых продвинутых инженеров, не говоря уже об обычных пользователях. Для простоты, давайте на конкретном оборудовании. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Для примера возьмем антенну &lt;a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/shirokopolosnaia-3g4g-mimo-antenna-kaa15-17002700-usileniem-15-db/"&gt;KAA15-1700/2700&lt;/a&gt;. Цифра 15 - это и есть ее коэффициент усиления. Измеряется он в децибелах. На этом этапе у многих возникают вопросы. Как это? Почему упоминается усиление, а значение указывается в каких-то децибелах?&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Децибел - это особенная единица измерения, не физическая величина, а математическое понятие. Если быть еще точнее - это соотношение, которое сравнивает одно число с другим.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt; Вспомните, когда мы хотим объяснить какое-либо изменение, мы говорим, что, например, стало ярче в 2 раза. Или, что напряжение упало в 10 раз. При этом мы устанавливаем определённый порог отсчёта, относительно которого и произошло изменение в 10 или 2 раза. С помощью децибел также измеряют эти "разы", только в логарифмическом масштабе.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Это значит, что незначительная разница в децибелах = значительная разница, если исчислять усиление в разах.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Возьмем две разные антенны, коэффициентом усиления &lt;a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/kna24-8002700c-parabolicheskaya-mimo-antenna-24-db-sbornaya/" target="_blank" rel="noopener"&gt;24 дБ&lt;/a&gt; и &lt;a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/kna27-8002700c-parabolicheskaya-mimo-antenna-27-db-sbornaya/" target="_blank" rel="noopener"&gt;27 дБ&lt;/a&gt;. Разница всего в три децибела, а по факту это в &lt;strong&gt;два раза! &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Часто из-за того, что сигнал очень плохой или его нет совсем, клиент сомневается, что это как-то можно исправить. Плохой сигнал он видит на телефоне, коэффициент усиления антенны которого +- 1 дБ. При подключении нашей самой минимальной по мощности антенны в 15 дБ, сигнал усиливается в 31.6 раз!&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Всю информацию можно увидеть в таблице. Любая ситуация решаема! &lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt;"&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener"&gt;35 готовых комплектов усиления 3G 4G интернета для дачи от 220 рублей&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;Рекомендуем также ознакомится со статьями &lt;a href="https://kroks.by/3g-4g-internet/mimo-technology-what-it-is-and-how-to-choose/" target="_blank" rel="noopener"&gt;о технологии MIMO в 3G 4G антеннах&lt;/a&gt; и &lt;a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener"&gt;агрегации частот в 4G роутерах с сим картами&lt;/a&gt;. Это поможет вам при самостоятельном выборе оборудования и его ценности по сравнению с аналогами. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p class="prod-heading__txt" style="text-align: justify;"&gt;&lt;span style="font-size: 12pt;"&gt;&lt;img src="https://kroks.by/upload/information_system_19/2/0/6/item_2069/information_items_property_9829.png?rnd=1108670760" alt="" class="" width="559" height="373" style="display: block; margin-left: auto; margin-right: auto;" /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span class="txt-blue" style="font-size: 12pt;"&gt;&lt;strong&gt;На что стоит обратить внимание.&lt;/strong&gt;&lt;br /&gt;Необходимо понимать, 3G 4G антенна и роутер приобретается и  настраивается как правило 1 раз. Поэтому нужно максимально внимательно подойти к выбору. Выделить достаточно времени исходя из ваших способностей. Есть сомнения - набирайте нашим техническим специалистам.&lt;/span&gt;&lt;/p&gt;&#13;
&lt;hr /&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку. Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета в деревне в рассрочку до 3х месяцев. &lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: 12pt;"&gt;С &lt;strong&gt;отзывами о нас&lt;/strong&gt; можно ознакомится на сайтах &lt;a href="https://kroks.by/google" target="_blank" rel="noopener"&gt;Google&lt;/a&gt; и &lt;a href="https://kroks.by/yandex" target="_blank" rel="noopener"&gt;Яндекс&lt;/a&gt;.&lt;/span&gt;&lt;/p&gt;</yandex:full-text>
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<h1>Что такое коэффициент усиления 4G антенны?</h1>
</header>
<h2>Что такое коэффициент усиления 4G антенны?</h2>
<p style="text-align: justify;"><span style="font-size: 12pt;">Коэффициент усиления 3G 4G антенны&nbsp; &ndash; это тот самый случай, который может поставить в тупик даже самых продвинутых инженеров, не говоря уже об обычных пользователях. Для простоты, давайте на конкретном оборудовании.&nbsp;</span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;">Для примера возьмем антенну <a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/shirokopolosnaia-3g4g-mimo-antenna-kaa15-17002700-usileniem-15-db/">KAA15-1700/2700</a>. Цифра 15 - это и есть ее коэффициент усиления. Измеряется он в децибелах. На этом этапе у многих возникают вопросы. Как это? Почему упоминается усиление, а значение указывается в каких-то децибелах?</span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;">Децибел - это особенная единица измерения, не физическая величина, а математическое понятие. Если быть еще точнее - это соотношение, которое сравнивает одно число с другим.</span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;"> Вспомните, когда мы хотим объяснить какое-либо изменение, мы говорим, что, например, стало ярче в 2 раза. Или, что напряжение упало в 10 раз. При этом мы устанавливаем определённый порог отсчёта, относительно которого и произошло изменение в 10 или 2 раза. С помощью децибел также измеряют эти "разы", только в логарифмическом масштабе.</span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;">Это значит, что незначительная разница в децибелах&nbsp;= значительная разница, если&nbsp;исчислять усиление в разах.</span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;">Возьмем две разные антенны, коэффициентом усиления <a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/kna24-8002700c-parabolicheskaya-mimo-antenna-24-db-sbornaya/" target="_blank" rel="noopener">24&nbsp;дБ</a> и <a href="https://kroks.by/shop/antenny-gsm-3g-4g-wifi/kna27-8002700c-parabolicheskaya-mimo-antenna-27-db-sbornaya/" target="_blank" rel="noopener">27 дБ</a>. Разница всего в три децибела, а по факту это в <strong>два раза!&nbsp;</strong></span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;">Часто из-за того, что сигнал&nbsp;очень плохой или его нет совсем, клиент сомневается, что это как-то можно исправить. Плохой сигнал&nbsp;он видит на телефоне, коэффициент усиления антенны которого +- 1 дБ. При подключении нашей самой минимальной по мощности антенны в 15 дБ, сигнал усиливается в 31.6 раз!</span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;">Всю информацию можно увидеть в таблице. Любая ситуация решаема!&nbsp;</span><br /><span style="font-size: 12pt;"></span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;"><a href="https://kroks.by/shop/complete-sets/" target="_blank" rel="noopener">35 готовых комплектов усиления 3G 4G интернета для дачи от 220 рублей</a></span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;">Рекомендуем также ознакомится со статьями <a href="https://kroks.by/3g-4g-internet/mimo-technology-what-it-is-and-how-to-choose/" target="_blank" rel="noopener">о технологии MIMO в 3G 4G антеннах</a> и <a href="https://kroks.by/3g-4g-internet/zachem-funkcziya-agregaczii-chastot-v-lte-modemax-ili-lte-routerax/" target="_blank" rel="noopener">агрегации частот в 4G роутерах с сим картами</a>. Это поможет вам при самостоятельном выборе оборудования и его ценности по сравнению с аналогами. </span></p>
<p class="prod-heading__txt" style="text-align: justify;"><span style="font-size: 12pt;"><img src="https://kroks.by/upload/information_system_19/2/0/6/item_2069/information_items_property_9829.png?rnd=1108670760" alt="" class="" width="559" height="373" style="display: block; margin-left: auto; margin-right: auto;" /><br /></span></p>
<p style="text-align: center;"><span class="txt-blue" style="font-size: 12pt;"><strong>На что стоит обратить внимание.</strong><br />Необходимо понимать, 3G 4G антенна и роутер приобретается и&nbsp; настраивается как правило 1 раз. Поэтому нужно максимально внимательно подойти к выбору. Выделить достаточно времени исходя из ваших способностей. Есть сомнения - набирайте нашим техническим специалистам.</span></p>
<hr />
<p style="text-align: center;"><span style="font-size: 12pt;">Как официальные представители завода-производителя несем все гарантийные обязательства и оказываем своевременную и качественную техническую поддержку.&nbsp;Принимаем оплату любым удобным способом и предоставляем возможность приобретения оборудования для интернета в деревне в рассрочку до 3х месяцев.&nbsp;</span></p>
<p style="text-align: center;"><span style="font-size: 12pt;">С&nbsp;<strong>отзывами о нас</strong>&nbsp;можно ознакомится на сайтах&nbsp;<a href="https://kroks.by/google" target="_blank" rel="noopener">Google</a>&nbsp;и&nbsp;<a href="https://kroks.by/yandex" target="_blank" rel="noopener">Яндекс</a>.</span></p>
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