<?xml version="1.0" encoding="UTF-8"?>
<feed xmlns="http://www.w3.org/2005/Atom"><title>umicms.demo site</title><id>promsd.ru</id><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/"/><subtitle>umicms.demo site - Устройства и системы электропитания</subtitle><entry><title>УЭПС-7К</title><content>&lt;h3&gt;&lt;span style="color: #ff0000;"&gt;Новинка!&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p&gt;УЭПС-7К &amp;ndash; новые модульные устройства электропитания связи постоянным током на основе компактных вентилируемых выпрямителей. Разработаны для монтажа в 19&amp;rdquo; стойках и имеет высоту от 1 до 6U в зависимости от комплектации. Возможна работа как с аккумуляторами в составе бесперебойной системы питания, так и без них.&lt;/p&gt;&#13;
&lt;h3 style="clear: both;"&gt;Секция распределения&lt;/h3&gt;&#13;
&lt;p&gt;Мы разработали 4 типа секции распределения, отличающихся высотой и максимальным количеством устанавливаемых автоматов нагрузки. Количество и номинал автоматических выключателей, входящих в состав секции, а также количество поддерживаемых групп аккумуляторных батарей, может &lt;img style="float: right;" src="data:image/png;base64,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" alt="" width="383" height="216" /&gt;определяться заказчиком.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;&lt;img style="float: left;" src="/images/mak-4.jpg" alt="" width="150" height="149" /&gt;&lt;/h3&gt;&#13;
&lt;h3&gt;Контроллер&lt;/h3&gt;&#13;
&lt;p&gt;Контроллер МАК-4 управляет работой устройства, обеспечивает местную и дистанционную сигнализацию.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Благодаря наличию встроенных в контроллер МАК-4 интерфейсов Ethernet и RS-485, а также поддержке стандартных протоколов обмена SNMP и ModBus, устройство питания легко интегрируется в системы мониторинга объектового оборудования (например, &amp;laquo;АСК-Дизайн&amp;raquo;). С помощью внешних модемов возможно подключение к мониторингу через проводную сеть общего пользования ТфОП или сеть сотовых операторов GSM. Встроенный web-интерфейс позволяет удаленно осуществлять мониторинг основных параметров устройства из обычного web-браузера. Также возможна локальная настройка и просмотр параметров на самом контроллере с помощью ЖКИ и клавиш или с компьютера, подключенного по USB.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Кроме управления самого устройства питания контроллер МАК-4 также позволяет:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Организовать коммерческий учет электроэнергии.&lt;/li&gt;&#13;
&lt;li&gt;Отслеживать состояние объектового оборудования, например, дизельных электростанций, вентиляторов и кондиционеров, инверторов, охранно-пожарной сигнализации по состоянию "сухих" контактов, а также управлять этим оборудованием встроенными реле.&lt;/li&gt;&#13;
&lt;li&gt;Транслировать состояние оборудования и дополнительных датчиков, подключенных к МАК-4, по интерфейсу RS-485 во внешнее программное обеспечение.&lt;/li&gt;&#13;
&lt;li&gt;Подключить дополнительный датчик температуры общего назначения.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;h3&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;img style="float: right;" src="data:image/png;base64,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" alt="" width="303" height="177" /&gt;Выпрямители&lt;/h3&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Компактные размеры при высокой мощности и КПД 96%.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;laquo;Горячая&amp;raquo; замена выпрямителей.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Параллельная работа с равномерным распределением тока нагрузки.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Работа в широком диапазоне входного напряжения.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Высокий коэффициент стабилизации при низком уровне пульсаций.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Коэффициент мощности, близкий к 1.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Гальваническая развязка нагрузки от сети переменного тока.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Защита от входных перенапряжений, выходных перегрузок и короткого замыкания.&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Модельный ряд&lt;/h3&gt;&#13;
&lt;table style="height: 181px; width: 950px;" border="0" align="center"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;Тип выпрямителя&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Тип контроллера&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;Макс. ток нагрузки, А&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&lt;span&gt;Макс. выходная мощность, кВт&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;Габарит-ные размеры&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt; (ВхШхГ), мм&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;Макс. масса, кг&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/74-22-Т&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/37-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;МАК-Т&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;74&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;4&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;44(1U)х483х372&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;7&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/60-22-Т&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/30-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;60&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;4&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/148-44-1&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/37-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;МАК-4&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;148&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;8&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;88(2U)х483х372&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;15&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/120-44-1&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/30-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;120&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;8&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/185-55-2&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/37-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;МАК-4 или МАК-Т&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;185&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;10&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;132,5(3U)х483х370&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;20&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;&lt;span style="font-size: small;"&gt;УЭПС-7К 60/150-55-2&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/30-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;150&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;10&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;&lt;span style="font-size: small;"&gt;УЭПС-7К 48/185-55-3&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/37-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;МАК-4 или МАК-Т&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;185&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;10&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;176,5(4U)х483х372&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;23&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/150-55-3&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/30-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;150&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;10&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/224-44-2&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/56-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;МАК-4 или МАК-Т&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;224&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;12&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;134(3U)х483х372&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;25&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/180-44-2&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/45-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;180&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;12&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/224-44-3&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/56-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;МАК-4 или МАК-Т&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;224&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;12&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;176,5(4U)х483х372&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;30&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;&lt;span style="font-size: small;"&gt;УЭПС-7К 60/180-44-3&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/45-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;180&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;12&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;&lt;span style="font-size: small;"&gt;УЭПС-7К 48/224-44-4&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p style="text-align: left;"&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/56-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; МАК-4&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;224&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;&amp;nbsp;12&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;222(5U)х483х372&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp; 35&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/180-44-4&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td id="" style="padding-left: 30px; width: 100px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p style="text-align: left;"&gt;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/45-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;180&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;12&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size: small;"&gt;УЭПС-7К 48/448-88-4&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;&#13;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/56-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&amp;nbsp;МАК-4&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;448&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;24&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;266(6U)х483х372&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="2" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;40&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/360-88-4&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/45-7К&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;360&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;24&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3 style="text-align: left;"&gt;Базовые варианты защиты батарейных и нагрузочных цепей&lt;/h3&gt;&#13;
&lt;table style="width: 950px;" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: left;" lang="" dir="" scope="" rowspan="2" colspan="1" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;br /&gt;&amp;nbsp;&lt;/td&gt;&#13;
&lt;td id="" style="width: 380px;" lang="" dir="" scope="" rowspan="1" colspan="2" align="" valign=""&gt;Автоматические выключатели батарейной цепи&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 380px;" lang="" dir="" scope="" rowspan="1" colspan="2" align="" valign=""&gt;Автоматические выключатели нагрузочной цепи&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px; background-color: #ffffff;" lang="" dir="" scope="" align="" valign=""&gt;Типовое исполненеие&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px; background-color: #ffffff;" lang="" dir="" scope="" align="" valign=""&gt;Макс. кол-во&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; background-color: #ffffff;" lang="" dir="" scope="" align="" valign=""&gt;Типовое исполнение&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; background-color: #ffffff;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;Макс. кол-во&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/74-22-Т&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt; УЭПС-7К 60/60-22-Т&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;2х30А&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;2&amp;nbsp;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;2х16А, 1х30А&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;5&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/148-44-1&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/120-44-1&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&amp;nbsp;2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/185-55-2 &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/150-55-2&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х16А, 1х32А, 1х100А&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12*&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/185-55-3&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 60/150-55-3&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&amp;nbsp;1х16А, 1х32А, 1х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;18*&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/224-44-2&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt; УЭПС-7К 60/180-44-2&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;&lt;span&gt;2х100А&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х16А, 1х32А, 1х63А, 1х100А&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;12*&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/224-44-3&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt; УЭПС-7К 60/180-44-3&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;2х150А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&amp;nbsp;1х16А, 1х32А, 1х63А, 1х150А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;18*&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/224-44-4&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt; УЭПС-7К 60/180-44-4&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;2х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х16А, 1х32А, 1х63А, 1х100А&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;24**&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt;УЭПС-7К 48/448-88-4&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;span style="font-size: small;"&gt;&lt;strong&gt; УЭПС-7К 60/360-88-4&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 190px; text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="center" valign="middle"&gt;2х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 190px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&amp;nbsp;1х32А, 1х100А, 1х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;24**&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="5"&gt;* Автоматические выключатели нагрузки номиналом до 63А.&#13;
&lt;p&gt;** Автоматические выключатели нагрузки номиналом до 63А при 2-х автоматических выключателях батареи.&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3 style="text-align: left;"&gt;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;h3 style="text-align: left;"&gt;&lt;img src="data:image/png;base64,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" alt="" width="332" height="167" /&gt;&amp;nbsp; &amp;nbsp; Общие технические характеристики&lt;/h3&gt;&#13;
&lt;table style="height: 200px; width: 950px;" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Диапазон входного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="3"&gt;&lt;span&gt;90&amp;ndash;519 В&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон частоты входного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="3"&gt;45&amp;ndash;65 Гц&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Отклонение выходного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="3"&gt;не более &amp;plusmn;1%&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Пульсации вых. напр. в диапазоне до 300 Гц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="3"&gt;не более 50 мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Пульсации вых. напр. в диапазоне 0,3 &amp;ndash; 150 кГц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="3"&gt;не более 7 мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Коэффициент мощности, не менее&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="3"&gt;0,99&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;КПД, не менее&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="3"&gt;96%&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p style="text-align: left;"&gt;&amp;nbsp;*При трехфазном подключении.&lt;/p&gt;&#13;
&lt;table style="height: 164px; width: 950px;" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Контроль аккумуляторных батарей (опционально)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;устройство поэлементного контроля &lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;УПКБ-М&lt;/a&gt; или устройство контроля симметрии &lt;a href=""&gt;УКСБ-4&lt;/a&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Грозозащита (по умолчанию)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;2-й ступени для 5-ти проводной сети&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Датчик температуры&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;ДТ-1 с кабелем длиной от 5 до 100 м&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p style="text-align: left;"&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table style="width: 950px;" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Диапазон рабочих температур&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;от -25 до 70&amp;deg;С*&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Диапазон температур хранения&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;от -50 до 50&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Влажность&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80% при 25&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Уровень радиопомех&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;ГОСТ 30428-96 класс B&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Срок службы&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;20 лет&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p style="text-align: left;"&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p style="text-align: left;"&gt;&amp;nbsp;*с уменьшением выходной мощности при температуре выше +55 &amp;ordm;С и ниже минус 10 &amp;ordm;С&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3 style="text-align: left;"&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p style="text-align: left;"&gt;Для заказа этой продукции необходимо заполнить &lt;a href="http://www.promsd.ru/images/UEPS-7%207K/oprosnyj_list_ueps-7k_2.docx" target="_blank"&gt;опросный лист&lt;/a&gt; и выслать его нам по факсу или электронной почтой.&lt;br /&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p style="text-align: left;"&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul style="text-align: left;"&gt;&#13;
&lt;li&gt;&lt;a href="http://www.promsd.ru/images/UEPS-7%207K/tehnicheskoe_opisanie_ueps-7k.pdf" target="_blank"&gt;Техническое описание устройств УЭПС-7К.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="http://www.promsd.ru/images/UEPS-7%207K/kontrollery.pdf" target="_blank"&gt;Функции контроллеров МАК.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/zazhita_ot_pomeh.pdf" target="_blank"&gt;Защита от мощных импульсных помех.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/" target="_blank"&gt;Устройство поэлементного контроля батареи.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/dopolnitelnoe-oborudovanie/ustrojstva-kontrolya-razryada-zaryada-akkumulyatorov-ukrza-i-ukrza-7k/" target="_blank"&gt;Устройство контроля разряда/заряда аккумуляторов (зарядная корзина).&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="http://www.promsd.ru/files/catalog/tehnicheskij_katalog_2021-2022_red_10_2021.pdf" target="_blank"&gt;Технический каталог ООО "Промсвязьдизайн" 2021-2022гг.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-7k/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-7k/</id></entry><entry><title>УЭПС-7</title><content>&lt;h3&gt;&lt;span style="color: #ff0000;"&gt;Новинка!&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p&gt;УЭПС-7 &amp;ndash; новые мощные устройства электропитания связи постоянным током на основе компактных вентилируемых выпрямителей. Выполнены в шкафах высотой 1650, 1950 и 2250 мм. Возможна работа как с аккумуляторами в составе бесперебойной системы питания, так и без них.&lt;/p&gt;&#13;
&lt;h3 style="text-align: right;"&gt;&lt;img style="float: left;" src="/images/ueps-5-48-1200_distrib.jpg" alt="" width="200" height="230" /&gt;Секция распределения&lt;/h3&gt;&#13;
&lt;p&gt;Гибкая конфигурация позволяет реализовать множество вариантов подключения нагрузки и использовать различные аппараты защиты: разъединители с предохранителями либо автоматические выключатели. Низкоприоритетная нагрузка может быть подключена через специальный контактор, отключающий ее при снижении напряжения на аккумуляторной батарее до заданного значения.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;&lt;img style="float: right;" src="data:image/png;base64,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" alt="" width="308" height="167" /&gt;Выпрямители&lt;/h3&gt;&#13;
&lt;p&gt;В устройства УЭПС-7 устанавливаются выпрямители ВБВ 48/56-7К или ВБВ 60/45-7К, имеющие КПД 96%:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Компактные размеры при высокой мощности.&lt;/li&gt;&#13;
&lt;li&gt;&amp;laquo;Горячая&amp;raquo; замена выпрямителей.&lt;/li&gt;&#13;
&lt;li&gt;Параллельная работа с равномерным распределением тока нагрузки.&lt;/li&gt;&#13;
&lt;li&gt;Работа в широком диапазоне входного напряжения.&lt;/li&gt;&#13;
&lt;li&gt;Высокий коэффициент стабилизации при низком уровне пульсаций.&lt;/li&gt;&#13;
&lt;li&gt;Коэффициент мощности, близкий к 1.&lt;/li&gt;&#13;
&lt;li&gt;Гальваническая развязка нагрузки от сети переменного тока.&lt;/li&gt;&#13;
&lt;li&gt;Защита от входных перенапряжений, выходных перегрузок и короткого замыкания.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;&lt;img style="float: left;" src="/images/mak-4.jpg" alt="" width="150" height="149" /&gt;Контроллер&lt;/h3&gt;&#13;
&lt;p&gt;Контроллер МАК-4 управляет работой устройства, обеспечивает местную и дистанционную сигнализацию.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Благодаря наличию встроенных в контроллер МАК-4 интерфейсов Ethernet и RS-485, а также поддержке стандартных протоколов обмена SNMP и ModBus, устройство питания легко интегрируется в системы мониторинга объектового оборудования (например, &lt;a href="/market/monitoring-i-upravlenie/ask-dizajn/"&gt;&amp;laquo;АСК-Дизайн&amp;raquo;&lt;/a&gt;). С помощью внешних модемов возможно подключение к мониторингу через проводную сеть общего пользования ТфОП или сеть сотовых операторов GSM. Встроенный web-интерфейс позволяет удаленно осуществлять мониторинг основных параметров устройства из обычного web-браузера. Также возможна локальная настройка и просмотр параметров на самом контроллере с помощью ЖКИ и клавиш или с компьютера, подключенного по USB.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Кроме управления самого устройства питания контроллер МАК-4 также позволяет:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Организовать коммерческий учет электроэнергии.&lt;/li&gt;&#13;
&lt;li&gt;Отслеживать состояние объектового оборудования, например, дизельных электростанций, вентиляторов и кондиционеров, инверторов, охранно-пожарной сигнализации по состоянию "сухих" контактов, а также управлять этим оборудованием встроенными реле.&lt;/li&gt;&#13;
&lt;li&gt;Транслировать состояние оборудования и дополнительных датчиков, подключенных к МАК-4, по интерфейсу RS-485 во внешнее программное обеспечение.&lt;/li&gt;&#13;
&lt;li&gt;Подключить дополнительный датчик температуры общего назначения.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Опции&lt;/h3&gt;&#13;
&lt;p&gt;Дополнительно заказываются: зарядная корзина, &lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;устройство поэлементного контроля батареи (УПКБ)&lt;/a&gt;, &lt;a href=""&gt;устройство контроля симметрии АКБ (УКСБ-4)&lt;/a&gt;, подключение дополнительных групп аккумуляторов, контактор низкоприоритетной нагрузки.&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Модельный ряд&amp;nbsp;&lt;/h3&gt;&#13;
&lt;table border="0" align="center"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp;Тип устройства&lt;/td&gt;&#13;
&lt;td id="" style="width: 90px; text-align: center;" lang="" dir="" scope="" align="center" valign="middle"&gt;&#13;
&lt;p&gt;Тип выпрямителей&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td&gt;Диапазон регулировки выходного напряжения, В&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Минимальный выходной ток, А&lt;/td&gt;&#13;
&lt;td&gt;Максимальный выходной ток, А&lt;/td&gt;&#13;
&lt;td&gt;Максимальная выходная мощность, кВт&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;Габариты шкафа&lt;/p&gt;&#13;
&lt;p&gt;(ВхШхГ), мм&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Максимальная масса, кг&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/896-1616&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/896-1616+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="width: 90px; text-align: center;" lang="" dir="" scope="" rowspan="4" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 48/56-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="4" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; 40,5-58&amp;nbsp;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;896&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;48&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1650х600х600*&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;170&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/1344-2424&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 48/1344-2424+8.0&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1344&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;1950х600х600**&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;220&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/2016-3636&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 48/2016-3636+8.0&lt;br /&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2016&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;108&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;1950х600х600**&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;250&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/2688-4848&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 48/2688-4848+8.0&lt;br /&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2688&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;144&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2250х600х600***&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;300&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/720-1616&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 60/720-1616+8.0&lt;br /&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 90px;" lang="" dir="" scope="" rowspan="4" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;a href="http://www.promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/"&gt;ВБВ 60/45-7К&lt;/a&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="4" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;48- 72&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;720&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;48&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1650х600х600*&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;170&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/1080-2424&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/1080-2424+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1080&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;1950х600х600**&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;220&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/1620-3636&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/1620-3636+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1620&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;108&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;1950х600х600**&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;250&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/2160-4848&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/2160-4848+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2160&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;144&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;2250х600х600***&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;300&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 350px; background-color: #ffffff;" lang="" dir="" scope="" rowspan="1" colspan="8" align="" valign=""&gt;&#13;
&lt;p&gt;Примечание - При неполной комплектации выпрямителями, максимальная выходная мощность УЭПС-7 определяется как произведение максимальной выходной мощности выпрямителя (3кВт) на количество установленных выпрямителей.&lt;/p&gt;&#13;
&lt;p&gt;*&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Устройства также могут выпускаться в шкафах размерами 1950х600х600 или 2250х600х600.&lt;/p&gt;&#13;
&lt;p&gt;**&amp;nbsp;&amp;nbsp; Устройства также могут выпускаться в шкафах размерами 2250х600х600.&lt;/p&gt;&#13;
&lt;p&gt;*** Устройства также могут выпускаться в шкафах размерами 1950х600х600.&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;Состав секции распределения&lt;/h3&gt;&#13;
&lt;table style="height: 690px; width: 950px;" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left; padding-left: 30px;" rowspan="2" colspan="1"&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;Тип устройства&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 80px;" lang="" dir="" scope="" rowspan="1" colspan="2" align="" valign=""&gt;Батарейная цепь&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="4"&gt;Нагрузочная цепь&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 90px;" lang="" dir="" scope="" rowspan="2" colspan="1" align="" valign=""&gt;&amp;nbsp;Кол-во дискретных входов&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: center; width: 40px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;Кол-во и номинал предохранителей&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 40px;" lang="" dir="" scope="" align="" valign=""&gt;Макс. кол-во предохранителей&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 80px;" lang="" dir="" scope="" align="" valign=""&gt;&#13;
&lt;p&gt;Кол-во и номинал&lt;/p&gt;&#13;
&lt;p&gt;автоматических выключателей&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;Макс. кол-во&lt;/p&gt;&#13;
&lt;p&gt;автоматических выключателей&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 90px;" lang="" dir="" scope="" align="" valign=""&gt;Кол-во и номинал предохранителей&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 90px;" lang="" dir="" scope="" align="" valign=""&gt;Макс. кол-во предохранителей&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 150px;" lang="" dir="" scope="" align="" valign=""&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;strong&gt;УЭПС-7 48/896-&lt;/strong&gt;&lt;strong&gt;1616&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/896-1616+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 58px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;2х1000А&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 58px;" lang="" dir="" scope="" rowspan="8" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;4&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 80px;" lang="" dir="" scope="" rowspan="8" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;1х32А, 1х63А&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 80px;" lang="" dir="" scope="" rowspan="8" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;26*&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х160А, 1х400А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="8" colspan="1"&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;8шт до 600А или 4шт до 1600А&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;15&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/1344-2424&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 48/1344-2424+8.0&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х1200А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;1х160А, 1х400А&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;14&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/2016-3636&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 48/2016-3636+8.0&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х1600А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1х400А, 1х600А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;13&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 48/2688-4848&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 48/2688-4848+8.0&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3х1600А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;1х250А, 1х400А,&amp;nbsp;1х600А&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/720-1616&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;strong&gt;УЭПС-7 60/720-1616+8.0&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х800А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;1х160А,&amp;nbsp;&lt;/span&gt;1х400А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;13&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;strong&gt;УЭПС-7 60/1080-2424&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;strong&gt;УЭПС-7 60/1080-2424+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х1200А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х400А, 1х600А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;13&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/1620-3636&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/1620-3636+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х1600А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;1х400А, 1х600А&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/2160-4848&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;УЭПС-7 60/2160-4848+8.0&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3х1600А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х250А, 1х400А, 1х600А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="8"&gt;&#13;
&lt;p&gt;&amp;nbsp;* Автоматические выключатели номиналом до 63А.&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Общие технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Диапазон входного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;90&amp;ndash;519 В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон частоты входного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;45&amp;ndash;65 Гц&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Отклонение выходного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;не более &amp;plusmn;1%&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Пульсации вых. напр. в диапазоне до 300 Гц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;не более 50 мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Пульсации вых. напр. в диапазоне 0,3 &amp;ndash; 150 кГц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;не более 7 мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Коэффициент мощности, не менее&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;0,99&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;КПД, не менее&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;96%&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Контроллер&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;МАК-4&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Количество групп аккумуляторных батарей&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;2, опционально до 4-х&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Контроль аккумуляторных батарей (опционально)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;устройство поэлементного контроля &lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;УПКБ-М&lt;/a&gt; или устройство контроля симметрии &lt;a href=""&gt;УКСБ-4&lt;/a&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Грозозащита (по умолчанию)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;2-й ступени для 5-ти проводной сети&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Датчик температуры&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="5"&gt;ДТ-1 с кабелем длиной от 5 до 100 м&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Диапазон рабочих температур&lt;/td&gt;&#13;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;от -25 до 70&amp;deg;С*&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Диапазон температур хранения&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;от -50 до 50&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Влажность&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80% при 25&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Уровень радиопомех&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;ГОСТ 30428-96 класс А&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Срок службы&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;20 лет&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;*с уменьшением выходной мощности при температуре выше +55 &amp;ordm;С и ниже минус 10 &amp;ordm;С&lt;/p&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Для заказа этой продукции необходимо заполнить &lt;a href="https://www.promsd.ru/files/certificates/ueps7%2C%207K/oprosnyj_list_ueps-7.docx" target="_blank"&gt;опросный лист&lt;/a&gt; и выслать его нам по факсу или электронной почтой.&lt;br /&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/catalog/tehnicheskoe_opisanie_ueps_7.pdf" target="_blank"&gt;Техническое описание устройств УЭПС-7.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="http://www.promsd.ru/images/UEPS-7%207K/kontrollery.pdf" target="_blank"&gt;Функции контроллеров МАК.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/zazhita_ot_pomeh.pdf" target="_blank"&gt;Защита от мощных импульсных помех.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;Устройство поэлементного контроля батареи&lt;/a&gt;.&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="http://www.promsd.ru/files/catalog/tehnicheskij_katalog_2021-2022_red_10_2021.pdf" target="_blank"&gt;Технический каталог ООО "Промсвязьдизайн" 2021-2022гг.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-7/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-7/</id></entry><entry><title>СУЭП-3 с ЩТР-3</title><content>&lt;h3&gt;О системе&lt;/h3&gt;&#13;
&lt;p&gt;Электропитающая установка (ЭПУ) состоящая из стоек СУЭП-3 и щита ЩТР-3 предназначена для электропитания аппаратуры связи и других потребителей постоянного тока большой мощности номинального напряжения 48 В или 60 В.&lt;/p&gt;&#13;
&lt;h3&gt;СУЭП-3&lt;/h3&gt;&#13;
&lt;p&gt;Стойки СУЭП-3 48/800-3232 и СУЭП-3 60/640-3232 выполнены на базе выпрямительных модулей ВБВ 48/25-3К(МК) и ВБВ 60/20-3К соответственно.&lt;/p&gt;&#13;
&lt;h3&gt;Основные технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Характеристики&lt;/td&gt;&#13;
&lt;td&gt;&lt;strong&gt;СУЭП-3 &lt;span style="text-decoration: underline;"&gt;48/800-3232&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td&gt;&lt;strong&gt;СУЭП-3 &lt;span style="text-decoration: underline;"&gt;60/640-3232&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Тип выпрямителей&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-2/"&gt;ВБВ 48/25-3К&amp;nbsp;ВЭ&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-2/"&gt;ВБВ 60/20-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Максимальное количество выпрямителей, шт.&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;32&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Номинальное напряжение сети, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;380&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Рабочий диапазон напряжения сети, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;276-501&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон регулировки выходного напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54-72&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43-57,6&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Максимальный выходной ток, кВт&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;640&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;800&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Максимальная выходная мощность в рабочем диапазоне сети, Вт&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;38400&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Габариты (ВхШхГ), мм&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;2250х600х600&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Масса стойки без выприямителя не более, кг&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;180&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Масса одного выпрямителя, не более, кг&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;" rowspan="2" colspan="1"&gt;&amp;nbsp; Характеристики&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="4"&gt;Тип ЩТР&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;&lt;strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;ЩТР-3&amp;nbsp;&lt;span&gt;48/3200&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;&lt;strong&gt;ЩТР-3 60&lt;span style="text-decoration: underline;"&gt;/2560&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон изменения входного напряжения 3-х фазной сети переменного тока для питания ВБВ зарядной корзины, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="3"&gt;276-501&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Рабочий ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;3200&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 300px;" lang="" dir="" scope="" rowspan="1" colspan="2" align="" valign=""&gt;2560&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Падение напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="4"&gt;1 (с учетом обоих полюсов)&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Габариты (ВхШхГ), мм&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="4"&gt;2250х600х600&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Масса, не более, кг&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;180&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 300px;" lang="" dir="" scope="" rowspan="1" colspan="2" align="" valign=""&gt;180&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Все технические параметры СУЭП-3 соответствуют требованиям &amp;laquo;Правил применения оборудования электропитания средств связи&amp;raquo;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Допускается параллельное включение до 4-х СУЭП-3. При этом обеспечивается равномерное распределение тока нагрузки между выпрямителями.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Щит ЩТР-3 предназначен для совместной работы со стойками СУЭП-3 и обеспечивает распределение постоянного тока по потребителям, коммутацию и защиту аккумуляторной батареи (АБ).&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Количество подключаемых групп аккумуляторной батареи и аппаратов защиты нагрузки определяется при заказе устройства.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Контроллер МАК-4, входящий в состав ЩТР-3 обеспечивает автоматическое управление работой ЭПУ, местную и дистанционную сигнализацию, а также мониторинг ЭПУ.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Опционально, в состав ЩТР-3 может входить зарядная корзина (ЗКУ).&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;В состав ЗКУ входит контроллер МАК-4РЗ, до восьми выпрямителей ВБВ 48/25(60/20)-3К, элементы коммутации групп аккумуляторной батареи.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;ЗКУ обеспечивает возможность проведения контрольно-тренировочного цикла аккумуляторной батареи с током разряда до 600 А и током заряда до 200 А.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Гибкая конфигурация позволяет реализовать множество вариантов подключения нагрузки и использовать различные аппараты защиты, а при необходимости их количество можно увеличить с помощью подключения дополнительного токораспределительного щита.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Габаритные размеры ЩТР-3 (высота х ширинах глубина) - 2250 х 600 х 600 мм.&lt;/p&gt;&#13;
&lt;h3&gt;ЭПУ в составе СУЭП-3 и щита ЩТР-3 обеспечивает&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;электропитание нагрузки с одновременным зарядом или непрерывным подзарядом аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;распределение тока нагрузки между параллельно работающими выпрямителями;&lt;/li&gt;&#13;
&lt;li&gt;селективное отключение неисправного выпрямителя;&lt;/li&gt;&#13;
&lt;li&gt;защиту входных цепей от импульсных перенапряжений (опционально);&lt;/li&gt;&#13;
&lt;li&gt;защиту входных цепей, цепей нагрузки и аккумуляторной батареи от токовых перегрузок и короткого замыкания;&lt;/li&gt;&#13;
&lt;li&gt;отключение контакторов в цепи аккумуляторной батареи и нагрузки при снижении выходного напряжения до заданного значения и включение контакторов при восстановлении выходного напряжения до номинального значения (при наличии контакторов);&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока заряда аккумуляторной батареи на уровне (0,1&amp;hellip;1) С10;&lt;/li&gt;&#13;
&lt;li&gt;проведение ускоренного заряда аккумуляторной батареи напряжением 2,3-2,35 В/эл;&lt;/li&gt;&#13;
&lt;li&gt;проведение выравнивающего заряда аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;термокомпенсацию выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;проведение тестирования аккумуляторной батареи для оценки ёмкости;&lt;/li&gt;&#13;
&lt;li&gt;подсчет ёмкости разряда при пропадании напряжения сети переменного тока;&lt;/li&gt;&#13;
&lt;li&gt;контроль напряжения и тока нагрузки и аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;контроль напряжения и тока каждого выпрямителя;&lt;/li&gt;&#13;
&lt;li&gt;контроль состояния аппаратов защиты в цепях нагрузки;&lt;/li&gt;&#13;
&lt;li&gt;контроль состояния беспотенциальных (&amp;laquo;сухих&amp;raquo;) контактов внешнего оборудования, подключенных к дискретным входам.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;&lt;img style="float: left;" src="/images/mak-4.jpg" alt="" width="150" height="149" /&gt;Контроллер&lt;/h3&gt;&#13;
&lt;p&gt;Контроллер МАК-4 предоставляет возможность местного и удаленного просмотра значений контролируемых параметров, просмотра и изменения настроек (по интерфейсам USB, RS-485, сети Ethernet или порту RS-232 при подключении внешнего GSM- или PSTN-модема), диагностики состояния основных функциональных узлов, хранения и просмотра перечня событий, произошедших во время работы ЭПУ.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Для заказа этой продукции необходимо заполнить опросный лист&amp;nbsp;и выслать его нам по факсу или электронной почтой.&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;a href="/files/oprosniy_list_SUEP-3_SHTR-3.rtf"&gt;Опросный лист на СУЭП-3 и ЩТР-3&lt;/a&gt;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;br /&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="/files/controller_MAK.pdf" target="_blank"&gt;Функции контроллеров МАК&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/zazhita_ot_pomeh.pdf" target="_blank"&gt;Защита от мощных импульсных помех.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/deklaraciya_suep-3_48_800.pdf"&gt;Декларация о соответствии&amp;nbsp;СУЭП-3&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/suep-2-s-wtr-3/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/suep-2-s-wtr-3/</id></entry><entry><title>УЭПС-3К</title><content>&lt;h3&gt;Об устройстве&lt;/h3&gt;&#13;
&lt;p&gt;УЭПС-3К &amp;ndash; модульная установка электропитания постоянным током, конструктивно выполненная в каркасе-крейте для установки в 19" стойки и шкафы. Возможна работа как с аккумуляторами в составе бесперебойной системы питания, так и без них.&lt;/p&gt;&#13;
&lt;h3&gt;&lt;span style="color: #ff0000;"&gt;Это важно&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p&gt;Все компоненты системы работают без вентиляторов, используя только естественное охлаждение. Поэтому они не требуют очистителей воздуха, не накапливают пыль внутри системы, не шумят и могут работать в сейсмоопасных регионах.&lt;/p&gt;&#13;
&lt;h3&gt;Выпрямители&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&amp;laquo;Горячая&amp;raquo; замена выпрямителей.&lt;/li&gt;&#13;
&lt;li&gt;Параллельная работа с равномерным распределением тока нагрузки.&lt;img style="float: right;" src="/images//ueps-3k21.jpg" alt="" width="410" height="141" /&gt;&lt;/li&gt;&#13;
&lt;li&gt;Работа в широком диапазоне входных напряжений.&lt;/li&gt;&#13;
&lt;li&gt;Высокий коэффициент стабилизации при низком уровне пульсаций.&lt;/li&gt;&#13;
&lt;li&gt;Коэффициент мощности, близкий к 1.&lt;/li&gt;&#13;
&lt;li&gt;Гальваническая развязка нагрузки от сети переменного тока.&lt;/li&gt;&#13;
&lt;li&gt;Защита от входных перенапряжений, выходных перегрузок и короткого замыкания.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Контроллер&lt;/h3&gt;&#13;
&lt;p&gt;Контроллер нового поколения МАК-4 управляет работой устройства, обеспечивает местную и дистанционную сигнализацию.&lt;/p&gt;&#13;
&lt;p&gt;Благодаря наличию встроенных в контроллер МАК-4 интерфейсов Ethernet и RS-485, а также поддержке стандартных протоколов обмена SNMP и ModBus, устройство питания легко интегрируется в системы мониторинга объектового оборудования (например, &lt;a href="/market/monitoring-i-upravlenie/ask-dizajn/"&gt;&amp;laquo;АСК-Дизайн&amp;raquo;&lt;/a&gt;). С помощью внешних модемов возможно подключение к мониторингу через проводную сеть общего пользования ТфОП или сеть сотовых операторов GSM. Встроенный web-интерфейс позволяет удаленно осуществлять мониторинг основных параметров устройства из обычного web-браузера. Также возможна локальная настройка и просмотр параметров на самом контроллере с помощью ЖКИ и клавиш или с компьютера, подключенного по USB.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Кроме управления самого устройства питания контроллер МАК-4 также позволяет:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Организовать коммерческий учет электроэнергии.&lt;/li&gt;&#13;
&lt;li&gt;Отслеживать состояние объектового оборудования, например, дизельных электростанций, вентиляторов и кондиционеров, инверторов, охранно-пожарной сигнализации по состоянию "сухих" контактов, а также управлять этим оборудованием встроенными реле.&lt;/li&gt;&#13;
&lt;li&gt;Транслировать состояние оборудования и дополнительных датчиков, подключенных к МАК-4, по интерфейсу RS-485 во внешнее программное обеспечение.&lt;/li&gt;&#13;
&lt;li&gt;Подключить дополнительный датчик температуры общего назначения.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Тип выпрямителей&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Контроллер&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Диапазон фазного напряжения сети, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Диапазон регулировки вых. напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Мин. выходной ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Макс. выходной ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Максимальна выходная мощность, Вт&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Масса, не более, кг&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;60/80-44&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 130px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 60/20-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54-72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4800&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;22&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;60/140-77&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 60/20-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54-72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;140&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;8400&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;37&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;60/180-99&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 60/20-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54-72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;180&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;10800&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;41&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 90px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;60/260-1313&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 60/20-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;54-72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;260&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;15600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;50&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;48/100-44-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&amp;nbsp;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 48/25-3К ВЭ&lt;/a&gt;&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-57,6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;100&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4800&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;22&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;48/175-77-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 48/25-3К ВЭ&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-57,6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;175&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;8400&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;37&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;48/225-99-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 48/25-3К ВЭ&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-57,6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;225&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;10800&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;41&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;48/325-1313-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 48/25-3К ВЭ&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-57,6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;325&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;15600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;50&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К &lt;span style="text-decoration: underline;"&gt;48-1кВт-44&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 48-250Вт&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;85-300&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-57,6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;21&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1000&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;7&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Состав секции распределения&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Автоматические выключатели батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Макс. кол-во автоматических выключателей батарейной цепи&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;Автоматические выключатели нагрузочной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс. кол-во автоматических выключателей нагрузочной цепи&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;60/80-44&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х80А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;1х25А, 1х32А, 1х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;8&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;60/140-77&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х150А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;1х25А, 1х63А, 1х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;18&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;60/180-99&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х200А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;1х25А, 1х63А, 2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;7&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;60/260-1313&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х25А, 2х63А, 2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;14&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;48/100-44-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х80А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х25А, 1х32А, 1х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;8&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;48/175-77-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х150А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х25А, 1х63А, 1х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;К18&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;48/225-99-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х200А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х25А, 1х63А, 2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;7&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;48/325-1313-ВЭ&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х25А, 2х63А, 2х100А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;14&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 170px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3К&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;48-1кВт-44&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: left;" rowspan="1" colspan="1"&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 1х30А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 170px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;1х6А, 1х10А, 1х16А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;5&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Общие технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Максимальное количество автоматов нагрузки&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;8&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Количество групп аккумуляторных батарей&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Контроль аккумуляторных батарей (опционально)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;устройство поэлементного контроля &lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;УПКБ-М&lt;/a&gt; или устройство контроля симметрии &lt;a href=""&gt;УКСБ-4&lt;/a&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Грозозащита (по умолчанию)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;2-й ступени для 5-ти проводной сети&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Датчик температуры&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;ДТ-1 с кабелем длиной от 5 до 100 м&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Габариты 19" каркаса-крейта (В х Ш х Г)&lt;/td&gt;&#13;
&lt;td&gt;266 &amp;times; 483 &amp;times; 314 мм&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Высота 19" каркаса-крейта&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;6U&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Масса (с выпрямителями), не более&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;24 кг&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Диапазон рабочих температур&lt;/td&gt;&#13;
&lt;td&gt;от -10 до 40&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон температур хранения&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;от -50 до 50&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Влажность&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80% при 25&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Уровень радиопомех&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;ГОСТ 30428-96 класс B&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Срок службы&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;20 лет&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;УЭПС-3К 48/100 выпускаются взамен УЭПС-3К 48/60 и УЭПС-3К 48/84.&lt;br /&gt;УЭПС-3К 60/80 выпускаются взамен УЭПС-3К 60/45 и УЭПС-3К 60/64.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Для заказа этой продукции необходимо заполнить &lt;a href="/files/oprosniy_list_UEPS-3K.rtf" target="_blank"&gt;опросный лист&lt;/a&gt; и выслать его нам по факсу или электронной почтой.&lt;br /&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_uepc-3.pdf" target="_blank"&gt;Техническое описание устройств УЭПС-3-М и УЭПС-3К.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/controller_MAK.pdf" target="_blank"&gt;Функции контроллеров МАК.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/zazhita_ot_pomeh.pdf" target="_blank"&gt;Защита от мощных импульсных помех.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/" target="_blank"&gt;Устройство поэлементного контроля батареи.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-3k1/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-3k1/</id></entry><entry><title>УЭПС-3</title><content>&lt;h3&gt;&lt;span style="color: #ff0000;"&gt;Это важно&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p&gt;Все компоненты системы работают без вентиляторов, используя только естественное охлаждение. Поэтому они не требуют очистителей воздуха, не накапливают пыль внутри системы, не шумят и могут работать в сейсмоопасных регионах.&lt;/p&gt;&#13;
&lt;h3&gt;&lt;img style="float: left;" src="/images/mak-4.jpg" alt="" width="150" height="149" /&gt;Контроллер&lt;/h3&gt;&#13;
&lt;p&gt;Контроллер нового поколения МАК-4 управляет работой устройства, обеспечивает местную и дистанционную сигнализацию.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Благодаря наличию встроенных в контроллер МАК-4 интерфейсов Ethernet и RS-485, а также поддержке стандартных протоколов обмена SNMP и ModBus, устройство питания легко интегрируется в системы мониторинга объектового оборудования (например, &lt;a href="/market/monitoring-i-upravlenie/ask-dizajn/"&gt;&amp;laquo;АСК-Дизайн&amp;raquo;&lt;/a&gt;). С помощью внешних модемов возможно подключение к мониторингу через проводную сеть общего пользования ТфОП или сеть сотовых операторов GSM. Встроенный web-интерфейс позволяет удаленно осуществлять мониторинг основных параметров устройства из обычного web-браузера. Также возможна локальная настройка и просмотр параметров на самом контроллере с помощью ЖКИ и клавиш или с компьютера, подключенного по USB.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Кроме управления самого устройства питания контроллер МАК-4 также позволяет:&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;Организовать коммерческий учет электроэнергии.&lt;/li&gt;&#13;
&lt;li&gt;Отслеживать состояние объектового оборудования, например, дизельных электростанций, вентиляторов и кондиционеров, инверторов, охранно-пожарной сигнализации по состоянию "сухих" контактов, а также управлять этим оборудованием встроенными реле.&lt;/li&gt;&#13;
&lt;li&gt;Транслировать состояние оборудования и дополнительных датчиков, подключенных к МАК-4, по интерфейсу RS-485 во внешнее программное обеспечение.&lt;/li&gt;&#13;
&lt;li&gt;Подключить дополнительный датчик температуры общего назначения.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;&lt;img style="float: left;" src="/images/vbv-60-25-3_sm.jpg" alt="" width="115" height="114" /&gt;Выпрямители&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&amp;laquo;Горячая&amp;raquo; замена выпрямителей.&lt;/li&gt;&#13;
&lt;li&gt;Параллельная работа с равномерным распределением тока нагрузки.&lt;/li&gt;&#13;
&lt;li&gt;Работа в широком диапазоне входных напряжений.&lt;/li&gt;&#13;
&lt;li&gt;Высокий коэффициент стабилизации при низком уровне пульсаций.&lt;/li&gt;&#13;
&lt;li&gt;Коэффициент мощности, близкий к 1.&lt;/li&gt;&#13;
&lt;li&gt;Гальваническая развязка нагрузки от сети переменного тока.&lt;/li&gt;&#13;
&lt;li&gt;Защита от входных перенапряжений, выходных перегрузок и короткого замыкания.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Аккумуляторный отсек&lt;/h3&gt;&#13;
&lt;p&gt;Вместительный отсек для установки аккумуляторных батарей или дополнительного оборудования, например, инверторов, стабилизаторов.&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Опции&lt;/h3&gt;&#13;
&lt;p&gt;Дополнительно заказываются: зарядная корзина, &lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;устройство поэлементного контроля батареи (УПКБ)&lt;/a&gt;, &lt;a href=""&gt;устройство контроля симметрии АКБ (УКСБ-4)&lt;/a&gt;, подключение 2-х дополнительных групп аккумуляторов, контактор низкоприоритетной нагрузки.&lt;/p&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;Тип выпримителей&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Контроллер&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Диапазон фазного напряжения сети, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Диапазон регулировки вых. напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Мин. вых. ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс. вых. ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Максимальная выходная мощность, Вт&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;Габариты шкафа&lt;/p&gt;&#13;
&lt;p&gt;(ВхШхГ),мм&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Масса, не более, кг&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3 &lt;span style="text-decoration: underline;"&gt;60/150-0606-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 60/25-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;54-72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;150&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;10800&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1950х600х600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;174&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3 &lt;span style="text-decoration: underline;"&gt;60/300-1212-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 60/25-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;54-72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;300&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;21600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1950х600х600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;228&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3 &lt;span style="text-decoration: underline;"&gt;48/180-0606-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 48/30-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43-56&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;180&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;10080&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1950х600х600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;174&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3 &lt;span style="text-decoration: underline;"&gt;48/360-1212-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 48/30-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43-56&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;360&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;20160&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1950х600х600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;228&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3 &lt;span style="text-decoration: underline;"&gt;24/300-0606-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 24/50-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;21,5-28&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;300&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;8400&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1950х600х600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;174&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3 &lt;span style="text-decoration: underline;"&gt;24/600-1212-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/"&gt;ВБВ 24/50-3К&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;21,5-28&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;16800&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1950х600х600&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;228&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Состав секции распределения&lt;/h3&gt;&#13;
&lt;table style="height: 312px; width: 950px;" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Предохранители батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс. кол-во предохранителей батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Кол-во автоматических выключателей нагрузочной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс. кол-во автоматических выключателей нагрузочной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Кол-во предохранителей нагрузочной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс. кол-во предохранителей нагрузочной цепи&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;60/150-0606-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х160А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х25А, 2х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;15&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х160А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;60/300-1212-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х400А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х25А, 2х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;20&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х160А, 1х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;48/180-0606-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2х160А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х25А, 2х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;15&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1х160А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;48/360-1212-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2х400А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х25А, 2х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;20&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1х160А, 1х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;3&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;24/300-0606-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х400А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х25А, 2х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;20&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х160А, 1х250А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-3&amp;nbsp;&lt;span style="text-decoration: underline;"&gt;24/600-1212-М&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2х630А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х32А, 1х80А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;20&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х250А, 1х630А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;Общие технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Количество групп аккумуляторных батарей&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;2, опционально до 4-х&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Контроль аккумуляторных батарей (опционально)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;устройство поэлементного контроля &lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;УПКБ-М&lt;/a&gt; или устройство контроля симметрии &lt;a href=""&gt;УКСБ-4&lt;/a&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Грозозащита (по умолчанию)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;2-й ступени для 5-ти проводной сети&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Датчик температуры&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;ДТ-1 с кабелем длиной от 5 до 100 м&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table style="width: 950px;" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Диапазон рабочих температур&lt;/td&gt;&#13;
&lt;td colspan="2"&gt;от -10 до 40&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон температур хранения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;от -50 до 50&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Влажность&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;80% при 25&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Уровень радиопомех&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 265px;" lang="" dir="" scope="" align="" valign=""&gt;ГОСТ 30429-96&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 265px;" lang="" dir="" scope="" align="" valign=""&gt;ГОСТ 30428-96 класс А&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Срок службы&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;20 лет&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Для заказа этой продукции необходимо заполнить &lt;a href="/files/УЭПС_3-М.docx"&gt;опросный лист&lt;/a&gt; и выслать его нам по факсу или электронной почтой.&lt;br /&gt;Декларации соответствия и сертификаты находятся в разделе Поддержка.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/images/ueps-3_3k.pdf" target="_blank"&gt;Техническое описание устройств УЭПС-3-М и УЭПС-3К.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/controller_MAK.pdf" target="_blank"&gt;Функции контроллеров МАК.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/zazhita_ot_pomeh.pdf" target="_blank"&gt;Защита от мощных импульсных помех.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/" target="_blank"&gt;Устройство поэлементного контроля батареи.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/dopolnitelnoe-oborudovanie/ustrojstva-kontrolya-razryada-zaryada-akkumulyatorov-ukrza-i-ukrza-7k/" target="_blank"&gt;Устройство контроля разряда/заряда аккумуляторов (зарядная корзина).&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-3/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-3/</id></entry><entry><title>УЭПС-2К</title><content>&lt;h3&gt;&lt;span style="color: #ff0000; font-size: 1.17em;"&gt;Это важно&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p&gt;Все компоненты системы работают без вентиляторов, используя только естественное охлаждение. Поэтому они не требуют очистителей воздуха, не накапливают пыль внутри системы, не шумят и могут работать в сейсмоопасных регионах.&lt;/p&gt;&#13;
&lt;h3&gt;Об устройстве&lt;/h3&gt;&#13;
&lt;p&gt;УЭПС-2К &amp;ndash; модульная установка электропитания постоянным током, конструктивно выполненная в каркасе-крейте для установки в 19" стойки и шкафы. Возможна работа как с аккумуляторами в составе бесперебойной системы питания, так и без них.&lt;/p&gt;&#13;
&lt;h3&gt;Устройство обеспечивает:&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;параллельную работу выпрямителей, входящих в состав устройства, и селективное отключение любого неисправного выпрямителя;&lt;/li&gt;&#13;
&lt;li&gt;равномерное распределение тока нагрузки между выпрямителями устройства;&lt;/li&gt;&#13;
&lt;li&gt;сохранение работоспособности при отклонении входного напряжения за допустимые пределы (с автоматическим отключением и последующим автоматическим включением);&lt;/li&gt;&#13;
&lt;li&gt;защиту от токовых перегрузок и короткого замыкания батарейных цепей, выходных цепей выпрямителей, цепей нагрузки и входных цепей;&lt;/li&gt;&#13;
&lt;li&gt;электропитание нагрузки с одновременным ускоренным зарядом или непрерывным подзарядом аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;защиту аккумуляторной батареи от глубокого разряда;&lt;/li&gt;&#13;
&lt;li&gt;автоматическое изменение уставки выходного напряжения с напряжения ускоренного заряда на напряжение непрерывного подзаряда;&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока заряда аккумуляторных батарей;&lt;/li&gt;&#13;
&lt;li&gt;термокомпенсацию выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;тестирование аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;отключение низкоприоритетной нагрузки при разряде батареи;&lt;/li&gt;&#13;
&lt;li&gt;местную и дистанционную сигнализацию.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Тип устройства&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 130px;" lang="" dir="" scope="" align="" valign=""&gt;Тип выпрямителей&lt;/td&gt;&#13;
&lt;td&gt;Контроллер&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Диапазон фазного напряжения сети, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Диапазон регулировки выходного напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Минимальный выходной ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Максимальный выходной ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Максимальная выходная мощность, Вт&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Габариты 19'' блочного каркаса-крейта (ВхШхГ), мм&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Макс. масса, кг&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;24/60-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 110px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 24/12-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;21,5-28&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;60&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1680&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;176,5(4U)х483х289&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;20&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;48/40-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 110px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 48/8-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-56&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;40&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2240&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;176,5(4U)х483х289&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;20&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;60/30-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 110px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 60/6-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;54-70,5&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;30&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2115&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;176,5(4U)х483х289&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;20&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;24/36-33&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 110px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 24/12-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;21,5-28&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;36&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1010&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;133,5(3U)х483х293&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;48/24-33&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 110px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 48/8-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-56&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;24&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1345&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;133,5(3U)х483х293&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;60/18-33&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 110px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 60/6-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;54-70,5&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;18&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1270&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;133,5(3U)х483х293&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Состав секции распределения&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 120px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp;Тип устройства&lt;/td&gt;&#13;
&lt;td&gt;Кол-во автоматических выключателей батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс. кол-во автоматических выключателей батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Кол-во автоматических выключателей нагрузочной цепи&lt;/td&gt;&#13;
&lt;td&gt;Макс. кол-во автоматических выключателей нагрузочной цепи&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 120px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;24/60-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х10А, 1х20А, 1х50А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;6&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 120px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;48/40-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х40А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х6А, 1х10А, 1х20А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;6&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 120px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;60/30-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х40А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х6А, 1х10А, 1х20А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;6&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 120px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2К &lt;span style="text-decoration: underline;"&gt;24/36-33&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х40А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х6А, 1х10А, 1х32А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 120px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2К&amp;nbsp;&lt;/strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;48/24-33&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х32А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х6А, 1х10А, 1х20А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 120px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2К&amp;nbsp;&lt;/strong&gt;&lt;span style="text-decoration: underline;"&gt;&lt;strong&gt;60/18-33&lt;/strong&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х20А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1х6А, 1х10А, 1х20А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;Общие технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Отклонение выходного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;&lt;span&gt;не более &amp;plusmn;1%&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Пульсация вых.напр. в диапазоне до 300 Гц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;не более 50 мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Пульсация вых.напр.в диапазоне 0,3 - 150 кГц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="6"&gt;не более 7мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Количество групп аккумуляторных батарей&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;1, опционально 2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Контроль аккумуляторных батарей (опционально)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;устройство поэлементного контроля &lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;УПКБ-М&lt;/a&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Грозозащита (по умолчанию)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;2-й ступени для 3-х проводной сети&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Датчик температуры&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="6"&gt;ДТ-1 с длиной кабеля от 5 до 100 м&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Диапазон рабочих температур&lt;/td&gt;&#13;
&lt;td colspan="2"&gt;от 5 до 40&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон температур хранения&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;от -50 до 50&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Влажность&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80% при 25&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Уровень радиопомех&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;ГОСТ 30428-96 класс В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Срок службы&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;20 лет&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Для заказа этой продукции необходимо заполнить &lt;a href="/files/oprosniy_list_UEPS-2K-M.rtf" target="_blank"&gt;опросный лист&lt;/a&gt; и выслать его нам по факсу или электронной почтой.&lt;br /&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_ueps-2.pdf" target="_blank"&gt;Техническое описание устройств УЭПС-2-М и УЭПС-2К-М.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/controller_MAK.pdf" target="_blank"&gt;Функции контроллеров МАК.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/zazhita_ot_pomeh.pdf" target="_blank"&gt;Защита от мощных импульсных помех.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/" target="_blank"&gt;Устройство поэлементного контроля батареи.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-2k1/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-2k1/</id></entry><entry><title>УЭПС-2</title><content>&lt;h3&gt;&lt;span style="color: #ff0000;"&gt;Это важно&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p&gt;Все компоненты электропитающей системы работают без вентиляторов, используя только естественное охлаждение. Поэтому они не требуют очистителей воздуха, не накапливают пыль внутри системы, не шумят и могут работать в сейсмоопасных регионах.&lt;/p&gt;&#13;
&lt;h3&gt;Об устройстве&lt;/h3&gt;&#13;
&lt;p&gt;Устройства УЭПС-2 предназначены для электропитания аппаратуры связи различного назначения постоянным током с номинальным напряжением 24, 48 или 60 В, с аккумуляторной батареей или без нее и представляют собой модульную установку электропитания, собранную в одном шкафу.&lt;br /&gt;При работе с аккумуляторной батареей, устройства обеспечивают бесперебойное электропитание подключенного к ним оборудования связи.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;В устройствах УЭПС установлены выпрямители ВБВ с бестрансформаторным входом. Высокая частота преобразования выпрямителей и наличие корректора мощности обеспечивают высокие КПД и коэффициент мощности и хорошие массогабаритные показатели.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Электропитающая установка может комплектоваться &lt;a href="/market/shkafy/akkumulyatornye-shkafy-i-stellazhi/"&gt;аккумуляторными шкафами&lt;/a&gt;, которые заказываются отдельно.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Возможно подключение УЭПС-2 к системе управления и мониторинга &lt;a href="/market/monitoring-i-upravlenie/ask-dizajn/"&gt;&amp;laquo;АСК-Дизайн&amp;raquo;&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;h3&gt;Устройство ЭПУ обеспечивает:&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;параллельную работу выпрямителей, входящих в состав устройства, и селективное отключение любого неисправного выпрямителя;&lt;/li&gt;&#13;
&lt;li&gt;равномерное распределение тока нагрузки между выпрямителями устройства;&lt;/li&gt;&#13;
&lt;li&gt;сохранение работоспособности при отклонении входного напряжения за допустимые пределы (с автоматическим отключением и последующим автоматическим включением);&lt;/li&gt;&#13;
&lt;li&gt;защиту от токовых перегрузок и короткого замыкания батарейных цепей, выходных цепей выпрямителей, цепей нагрузки и входных цепей;&lt;/li&gt;&#13;
&lt;li&gt;электропитание нагрузки с одновременным ускоренным зарядом или непрерывным подзарядом аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;защиту аккумуляторной батареи от глубокого разряда;&lt;/li&gt;&#13;
&lt;li&gt;автоматическое изменение уставки выходного напряжения с напряжения ускоренного заряда на напряжение непрерывного подзаряда;&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока заряда аккумуляторных батарей;&lt;/li&gt;&#13;
&lt;li&gt;термокомпенсацию выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;тестирование аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;отключение низкоприоритетной нагрузки при разряде батареи;&lt;/li&gt;&#13;
&lt;li&gt;местную и дистанционную сигнализацию.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td id="" style="width: 130px; text-align: center;" lang="" dir="" scope="" align="" valign=""&gt;Тип выпрямителя&lt;/td&gt;&#13;
&lt;td&gt;Контроллер&lt;/td&gt;&#13;
&lt;td&gt;Диапазон фазного напряжения сети, В&lt;/td&gt;&#13;
&lt;td&gt;Диапазон регулировки выходного напряжения ,В&lt;/td&gt;&#13;
&lt;td&gt;Мин. выходной ток, А&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Макс. выходной ток, А&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Макс. выходная мощность, Вт&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;&#13;
&lt;p&gt;Габариты шкафа&lt;/p&gt;&#13;
&lt;p style="text-align: center;"&gt;(ВхШхГ),мм&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Максимальная масса, кг&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2 &lt;span style="text-decoration: underline;"&gt;24/60-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 130px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 24/12-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;span&gt;21,5-28&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;60&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1680&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1305х480х450&lt;span style="color: #ff0000;"&gt;*&lt;/span&gt;&lt;span style="color: #ff0000; background-color: #ffffff;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;55&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2 &lt;span style="text-decoration: underline;"&gt;48/40-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 130px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 48/8-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-56&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;40&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2240&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1305х480х450&lt;span style="color: #ff0000;"&gt;*&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;55&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 140px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2 &lt;span style="text-decoration: underline;"&gt;60/30-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center; width: 130px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 60/6-2УК&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;МАК-4У&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54-70,5&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;30&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2115&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1305х480х450&lt;span style="color: #ff0000;"&gt;*&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;55&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="10"&gt;&lt;span style="color: #ff0000;"&gt;*&amp;nbsp;&lt;span style="color: #000000;"&gt;По требованию заказчика глубина шкафа может составлять 600мм.&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Состав секции распределения&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 145px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Кол-во автоматических выключателей батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс. кол-во автоматических выключателей батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Кол-во автоматических выключателей нагрузочной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Макс.кол-во автоматических выключателей нагрузочной цепи&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 145px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2 &lt;span style="text-decoration: underline;"&gt;24/60-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2х63А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1х10А, 1х20А, 1х50А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;10&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 145px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2 &lt;span style="text-decoration: underline;"&gt;48/40-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2х40А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1х6А, 1х10А, 1х20А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;10&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 145px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;УЭПС-2 &lt;span style="text-decoration: underline;"&gt;60/30-55&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2х40А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1х6А, 1х10А, 1х20А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;10&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Общие технические характеристики&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Количество групп аккумуляторных батарей&lt;/td&gt;&#13;
&lt;td colspan="4"&gt;1, опционально 2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Контроль аккумуляторных батарей (опционально)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;устройство поэлементного контроля&amp;nbsp;&lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/"&gt;УПКБ-М&lt;/a&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Грозозащита (по умолчанию)&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;2-й ступени для 3-х проводной сети&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Датчик температуры&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;ДТ-1 с длиной кабеля от 5 до 100 м&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Диапазон рабочих температур&lt;/td&gt;&#13;
&lt;td colspan="4"&gt;от 5 до 40&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон температур хранения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;от -50 до 50&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Влажность&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;80% при 25&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Уровень радиопомех, не ниже&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="4"&gt;ГОСТ 30428-96 класс В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Срок службы&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;20 лет&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Для заказа этой продукции необходимо заполнить &lt;a href="/files/oprosniy_list_UEPS-2-M.rtf" target="_blank"&gt;опросный лист&lt;/a&gt; и выслать его нам по факсу или электронной почтой.&lt;br /&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_ueps-2.pdf" target="_blank"&gt;Техническое описание устройств УЭПС-2-М и УЭПС-2К-М.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/controller_MAK.pdf" target="_blank"&gt;Функции контроллеров МАК.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/files/zazhita_ot_pomeh.pdf" target="_blank"&gt;Защита от мощных импульсных помех.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;li&gt;&lt;a href="/market/monitoring-i-upravlenie/ustrojstva-poelementnogo-kontrolya-batarei-upkb-m/" target="_blank"&gt;Устройство поэлементного контроля батареи.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-9/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/ueps-9/</id></entry><entry><title>УЭП-2К</title><content>&lt;h3&gt;&lt;span style="color: #ff0000;"&gt;Это важно&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;p style="padding-left: 300px;"&gt;Все компоненты системы работают без вентиляторов, используя только естественное охлаждение. Поэтому они не требуют очистителей воздуха, не накапливают пыль внутри системы, не шумят и могут работать в сейсмоопасных регионах.&lt;/p&gt;&#13;
&lt;h3&gt;Об устройстве&lt;/h3&gt;&#13;
&lt;p&gt;УЭП-2К &amp;ndash; модульная установка электропитания постоянным током, конструктивно выполненная в каркасе-крейте для установки в 19" стойки и шкафы. Возможна работа как с аккумуляторами в составе бесперебойной системы питания, так и без них.&lt;/p&gt;&#13;
&lt;h3&gt;Устройство обеспечивает:&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;одновременное питание нагрузки и заряд аккумуляторной батареи;&lt;/li&gt;&#13;
&lt;li&gt;защиту аккумуляторной батареи от разряда ниже допустимого уровня;&lt;/li&gt;&#13;
&lt;li&gt;включение выпрямителей при появлении напряжения питающей сети для заряда аккумуляторной батареи, если они выключились в результате пропадания этого напряжения;&lt;/li&gt;&#13;
&lt;li&gt;отключение аккумуляторной батареи от нагрузки в конце разряда и подключение аккумуляторной батареи к нагрузке при появлении напряжения на выходе выпрямителей;&lt;/li&gt;&#13;
&lt;li&gt;защиту выходных цепей от короткого замыкания на выходе любого из выпрямителей и на любом выводе для подключения нагрузки;&lt;/li&gt;&#13;
&lt;li&gt;селективное отключение неисправного выпрямителя при повышении его выходного напряжения выше установленного;&lt;/li&gt;&#13;
&lt;li&gt;распределение тока нагрузки между параллельно работающими выпрямителями;&lt;/li&gt;&#13;
&lt;li&gt;местную сигнализацию и срабатывание трех аварийных реле дистанционной сигнализации;&lt;/li&gt;&#13;
&lt;li&gt;индикацию напряжения и тока нагрузки.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Комплектация&lt;/h3&gt;&#13;
&lt;p&gt;Для автоматического управления работой и обеспечения местной и дистанционной сигнализации устанавливается модуль автоматики.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;УЭП-2К может устанавливаться в 19-дюймовые шкафы и стойки или в каркас настенный (КН), в котором предусмотрено место для установки УЭП-2К и аккумуляторных батарей.&lt;/p&gt;&#13;
&lt;p&gt;&lt;br /&gt;Размещение УЭП-2К и аккумуляторной батареи в каркасе настенном (КН) оговаривается при заказе. КН заказывается отдельно.&lt;/p&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики&lt;/h3&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: left;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;Тип выпрямителей&lt;/td&gt;&#13;
&lt;td rowspan="1" colspan="1"&gt;Номинальное выходное напряжение, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Диапазон регулировки выходного напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Мин. выходной ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Макс. выходной ток, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Максимальная выходная мощность, Вт&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Габ. размеры (ВхШхГ), мм в 19" каркасе-крейте&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Габ. размеры (ВхШхГ),мм в каркасе настенном&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Макс. масса в 19" каркасе-крейте&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;Макс. масса в каркасе настенном&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;УЭП-2К &lt;span style="text-decoration: underline;"&gt;12/12-33&lt;/span&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 12/4-2М&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;11-14&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;168&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;44х482,6х205&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;215х485х225&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4,5&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;10&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;УЭП-2К &lt;span style="text-decoration: underline;"&gt;24/12-33&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 24/4-2М&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;24&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;21,5-28&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;12&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;336&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;44х482,6х205&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;215х485х225&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4,5&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;10&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;УЭП-2К &lt;span style="text-decoration: underline;"&gt;48/6-33&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 48/2-2М&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;48&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-56&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;336&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;44х482,6х205&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;215х485х225&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4,5&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;10&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;УЭП-2К &lt;span style="text-decoration: underline;"&gt;60/6-33&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&lt;a href="http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/"&gt;ВБВ 60/2-2М&lt;/a&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;60&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;54-69&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;414&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;44х482,6х205&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;215х485х225&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;4,5&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;10&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;Состав секции распределения всех устройств&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Предохранители нагрузочной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;1&amp;times;7,5А, 3&amp;times;2А&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Предохранители батарейной цепи&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="4"&gt;1&amp;times;10А&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Общие технические характеристики&lt;/h3&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Диапазон входного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="10"&gt;160&amp;ndash;290 В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Диапазон частоты входного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="10"&gt;45&amp;ndash;65 Гц&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Отклонение выходного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="10"&gt;не более &amp;plusmn;1%&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Пульсации вых. напр. в диапазоне до 300 Гц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="10"&gt;не более 50 мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;Пульсации вых. напр. в диапазоне 0,3 &amp;ndash; 150 кГц&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="10"&gt;не более 7 мВ&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;" rowspan="1" colspan="1"&gt;&amp;nbsp; Количество групп аккумуляторных батарей&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="2"&gt;1&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp;Диапазон рабочих температур&lt;/td&gt;&#13;
&lt;td style="text-align: center;" colspan="2"&gt;от 5 до 40&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон температур хранения&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;от -50 до 50&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Влажность&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80% при 25&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Уровень радиопомех&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;ГОСТ 30428-96 класс В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Срок службы&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;20 лет&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_uep-2k.pdf" target="_blank"&gt;Техническое описание устройства УЭП-2К.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/uep-2k1/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/uep-2k1/</id></entry><entry><title>Устройства резервированного электропитания УРП</title><content>&lt;h3&gt;УРП 12/1,5&lt;/h3&gt;&#13;
&lt;p&gt;УРП предназначено для обеспечения бесперебойным питанием систем охранно-пожарной сигнализации, устройств видеонаблюдения и других потребителей с номинальным напряжением питания 12 В постоянного тока. В качестве резервного источника электропитания, в составе устройства должна использоваться аккумуляторная батарея (поставляется отедельно).&lt;/p&gt;&#13;
&lt;h3 style="clear: both;"&gt;Основные технические параметры&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;strong&gt;Параметр&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td&gt;&lt;strong&gt;Значение&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Напряжение сети переменного тока, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;176...286&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Частота сети переменного тока, Гц&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;45&amp;hellip;65&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Тип аккумуляторной батареи&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;герметичная, свинцово-кислотная, 12В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Ёмкость АКБ, А*ч&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;4&amp;hellip;7&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Постоянное выходное напряжение, В: при питании от сети&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;13,2&amp;hellip;13,8&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Постоянное выходное напряжение, В: при питании от АКБ&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;10,5&amp;hellip;13,8&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Номинальный ток нагрузки, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1,2&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Максимальный ток нагрузки, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1,5 (в течение 5 мин.)&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Ограничение тока заряда АКБ, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0,4&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Автоматическое отключение нагрузки при токе, А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1,5...1,65&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Величина напряжения на АКБ, при котором включается сигнализация о разряде АКБ, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;11,1&amp;hellip;11,4&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Величина напряжения пульсаций (от пика до пика) при номинальном токе нагрузки, не более, мВ&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;50&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;span&gt;Характеристики информационных сигналов в формате &amp;laquo;открытый коллектор&amp;raquo;:&amp;nbsp;&lt;/span&gt;максимальный ток, не более, мА&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;50&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;&lt;span&gt;Характеристики информационных сигналов в формате &amp;laquo;открытый коллектор&amp;raquo;:&lt;/span&gt;&amp;nbsp;максимальное напряжение, не более, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;30&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Габаритные размеры ШхВхГ, мм&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;170х190х74&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Габаритные размеры отсека для АКБ ШхВхГ, мм&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160х90х70&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Масса без АКБ, не более, кг&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1,1&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;УРП обеспечивает&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;электропитание нагрузки и заряд (подзаряд) АКБ при наличии напряжения сети переменного тока;&lt;/li&gt;&#13;
&lt;li&gt;автоматический переход на резервное питание от АКБ при отключении или снижении напряжения сети переменного тока ниже допустимого уровня;&lt;/li&gt;&#13;
&lt;li&gt;сохранение работоспособности при обрыве или коротком замыкании в цепи АКБ (при наличии напряжения питающей сети);&lt;/li&gt;&#13;
&lt;li&gt;защиту от короткого замыкания на выходе или повышения выходного тока;&lt;/li&gt;&#13;
&lt;li&gt;защиту от превышения выходного напряжения более 15 В;&lt;/li&gt;&#13;
&lt;li&gt;защиту АКБ от глубокого разряда;&lt;/li&gt;&#13;
&lt;li&gt;защиту от переполюсовки клемм АКБ;&lt;/li&gt;&#13;
&lt;li&gt;контроль наличия АКБ;&lt;/li&gt;&#13;
&lt;li&gt;индикацию о наличии сетевого напряжения &amp;laquo;СЕТЬ&amp;raquo;, наличии выходного напряжения &amp;laquo;ВЫХОД&amp;raquo;, наличии исправной и заряженной батареи &amp;laquo;АКБ&amp;raquo;;&lt;/li&gt;&#13;
&lt;li&gt;индикацию о скором отключении выходного напряжения при разряде АКБ;&lt;/li&gt;&#13;
&lt;li&gt;индикацию о повышении температуры внутри устройства выше +45оС &amp;laquo;Контроль Такб&amp;raquo; (опция, наличие данной опции оговаривается при заказе);&lt;/li&gt;&#13;
&lt;li&gt;передачу информационных сигналов в формате &amp;laquo;открытый коллектор&amp;raquo;: &amp;laquo;СЕТЬ&amp;raquo;, &amp;laquo;ВЫХОД&amp;raquo;, &amp;laquo;АКБ&amp;raquo; и опционального сигнала &amp;laquo;Контроль Такб&amp;raquo;;&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Конструкция&lt;/h3&gt;&#13;
&lt;p&gt;&lt;br /&gt; УРП выпускается в металлическом корпусе со съемной лицевой панелью. На лицевой панели размещены индикаторы световой сигнализации. В верхней части корпуса установлена печатная плата, на которой расположены электронные компоненты устройства, клеммники для подключения сети переменного тока, нагрузки, аккумуляторной батареи и дистанционной сигнализации в формате &amp;laquo;открытый коллектор&amp;raquo;. В нижней части корпуса размещается АКБ.&lt;/p&gt;&#13;
&lt;p&gt;&lt;br /&gt;УРП предназначено для установки (подвеса) на стену.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_urp12-1_5.pdf" target="_blank"&gt;Руководство по эксплуатации УРП 12/1,5&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/urp/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/urp/</id></entry><entry><title>УЭК-48/75-63</title><content>&lt;h3&gt;Об устройстве&lt;/h3&gt;&#13;
&lt;p&gt;УПК 48/75-63 &amp;ndash;&amp;nbsp;Устройство электропитания комбинированное предназначено для бесперебойного электропитания нагрузки (аппаратуры связи) постоянным током номинального напряжения 48 В.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;УЭК подключается к двум вводам переменного тока и к одному вводу постоянного тока.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Электропитание нагрузки обеспечивается при наличии рабочего напряжения как на всех трех вводах, так и при отключении одного или двух вводов.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;УЭК рассчитано на работу с естественным охлаждением.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;УЭК может устанавливаться в 19-дюймовые шкафы и стойки.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Электропитание УЭК осуществляется:&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;- по вводам 1 и 2 - от сети трехфазного переменного тока линейным напряжением 220 В, частотой (45 - 65) Гц (схема &amp;laquo;звезда&amp;raquo; без нулевого провода или &amp;laquo;треугольник&amp;raquo;);&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;- по вводу 3 &amp;ndash; от сети постоянного тока номинальным напряжением 110 или 220 В. Диапазон входного напряжения 86 &amp;ndash; 245 В.&lt;/p&gt;&#13;
&lt;h3&gt;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;h3&gt;Основные технические характеристики&lt;/h3&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 650px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&amp;nbsp;Основные технические параметры&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;Тип устанавливаемых выпрямителей ВБВ / максимальная мощность/количество&lt;/td&gt;&#13;
&lt;td id="" style="text-align: center;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;ВБВ 48/25-3К / 1,2 кВт / 3 шт.&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;Тип устанавливаемых стабилизаторов СПН / максимальная мощность/количество&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p align="center"&gt;СПН 220-48/20-4 / 1,0 кВт /&amp;nbsp;3 шт.&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;Номинальное выходное напряжение, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;48&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;Диапазон регулирования выходного напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;48 - 56&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;Максимальный выходной ток (ток нагрузки), А:&lt;/p&gt;&#13;
- при работе от одного ввода переменного тока;&lt;br /&gt; - при работе от одного ввода постоянного тока&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p align="center"&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p align="center"&gt;75&lt;/p&gt;&#13;
60&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;Установившееся отклонение выходного напряжения при изменении напряжения сети в пределах рабочего диапазона и изменении тока нагрузки от 0 до Imax, не более, %&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p align="center"&gt;&amp;plusmn;1&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;Максимальная выходная&amp;nbsp; мощность, кВт;&lt;/p&gt;&#13;
&lt;p&gt;- при работе от одного ввода переменного тока;&lt;/p&gt;&#13;
&lt;p&gt;- при работе от одного ввода постоянного тока&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p align="center"&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p align="center"&gt;3,6&lt;/p&gt;&#13;
&lt;p align="center"&gt;3,0&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;Коэффициент мощности, не менее&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p align="center"&gt;0,98&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&#13;
&lt;p&gt;Масса, не более, кг:&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;&#13;
&lt;p align="center"&gt;37&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;&lt;br /&gt;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/images/teh_opisanie_uek.pdf" target="_blank"&gt;Техническое описание устройства УЭК 48/75-63.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</content><link href="http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/uek-48-75-63/" rel="alternate"/><id>http://promsd.ru/market/ustrojstva-i-sistemy-elektropitaniya/uek-48-75-63/</id></entry></feed>
