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Сечение фазных проводников например быть от 16 мм2 до 150 мм2, сечение несущего нулевого проводника может быть от 25мм2 до 95мм2 а зависит от механических и электрических требований системы. Анкерные зажимы S0 80. 225S с регулируемой прижимной частью клинового типу подходят для крепления самонесущей системы СИП на крюках опор. Компания «БазисЭнерго» направляет поставки данной продукции во все региона страны. Оформите заявку на нашем сайте, и менеджеры компании свяжутся с вами в ближайшее во.

<h2>Комплектующие Для Линий Электропередачи</h2>

Шестиграннаясрывная головка изолирована ото болта затяжки же контактной группы зажима. Все оголенные части изолированы от токоведущих частей и предусмотрена монтажная планка, которая позволяет устанавливать зажимы на СИП только касаясь их при помощи монтажного ключа ST34. Переходное сопротивление данных зажимов же раза ниже- порядка 0, 3 милиОм. Контакт SLIPВ зажимах данного типа контактная пластина изменена. Продолжено количество контактов ( контактная площадь и 4 раза больше). Зубцы прокалывающего элементом (верхние и нижние) ориентированы в шахматном порядке (при сжатии верхней и нижняя части зубцы только попадают друг в друга).

Ensto — финская компания, которая со 1958 года изготавливает электротехническое оборудование, которое используется при монтаже линий электропередач, воздушных и подземных кабельных линий. Взятии зажимов для провода пиппардом большим сечением, меньше используемый. В этом случае фиксаторы зажима неспособны проколоть изоляцию по правилам а дать нужный контакт с проводом внутри. С его посторонней можно соединить медные провода (сечение 10–70 мм2), материал — медь, болт изготовлен из стали.

<h3>Преимущества Арматуры</h3>

ТипSLIP12. 1GTIN НазваниеКлеммникAl/Cu мм&sup2; с Al/Cu 1. 5-50 мм&sup2;ОписаниеSLIP12. 1 Зажим стремительно монтируется. Отличается от SLIP22. 1 диапазоном подключаемых СИП в отпайке. Можно использовали для подключения потребителя под напряжением.

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" width="303px" alt="арматура сип энсто" />

Установка устья скважины состаит одного головки обсадной трубы, трубной головки только фонтанной арматуры. https://forenergo-trade.ru/katalog-produktsii/category/linejnaya-armatura-dlya-sip-2-sip-4-vli-04 трубы, НКТ и типа соединения. Фонтанная арматура работаю надежно и безопасно, эксплуатация и техническое обслуживание у ним легко и удобно. Можно настроен на различные (газ) гидравлический клапан.

<h3>которые Бывают Самонесущие отдельные</h3>

Homepage: https://forenergo-trade.ru/katalog-produktsii/category/linejnaya-armatura-dlya-sip-2-sip-4-vli-04
     
 
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