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	<title><![CDATA[Вязка Спиральная Вс 115 95 70-95 Мм2 Ekf Proxima Цены, Характеристики, Фото На Официальном Сайте Ekfgroup Com]]></title>
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" width="303px" alt="вязка спиральная вс"><br />Спиральные вязки серии ПВС предназначены для крепления к штыревым и опорным изоляторам  опор ВЛ 6-20 кВ неизолированных проводов марки А, АС и АЖ. 
 Вязки изготовлены из оцинкованной пружинной проволоки и имеют стойкое полимерное покрытие, обеспечивающие необходимую заделку проводов. 
  <a href="https://diigo.com/0vydul">https://zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-podvesnye-polimernye-tipa-lk-70-110-ig</a> Не разрушаются во время всего срока службы, удобны в монтаже, имеют цветовую маркировку.<br /></p><ul><li>При величине нагрузки, превышающей заданную, происходит проскальзывание провода в вязке. 
 <a href="https://canvas.instructure.com/eportfolios/2852197/Home/_______">https://zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-natyazhnye-polimernye-pticezashchishchennye-na-napryazhenie-10-35-kv-tipa-lkpn</a> </li><li>Спиральные вязки для самонесущих изолированных проводов используются с целью обеспечения надежного крепления к штыревым изоляторам. 
</li><li>Вязки спиральные стали популярны не так давно, но сегодня они уверенно пришли на смену скрутке алюминиевой проволокой, как ранее осуществляли крепление проводов к изоляторам при монтаже ВЛ. 
</li><li>Прочность заделки на проскальзывание провода, закрепленного одной или двумя боковыми вязками, составляет 2? 
</li></ul>
<p><br />Правая ветвь (при расположении вязки согласно рисунку) при выходе из петли располагается над левой ветвью. <br /> Представляет собой согнутую спиральную прядь из трех  спиралей. <br /> Вязка типа ВШ-1 является устаревшим решением и не используется при современном строительстве или реконструкции ВЛ.</p>
<h2>Зарезервировать Товар Вязки Спиральные Квт Вс-70/95 В Полимерной Оболочке 59373
</h2>
<p><br />При получении заказа Вы получите все, предусмотренные законом документы. <br /> Вязки ВС-/01 предназначены для одинарного крепления к штыревым изоляторам. <br /> Характеристики товара, комплект поставки и внешний вид  могут быть изменены производителем без предварительного уведомления. <br /> Нажимая "Я согласен/согласна", Вы соглашаетесь на регулярной основе получать информационные письма с новостями от компании СВЯЗЬСТРОЙДЕТАЛЬ.<br /><img style="margin-left: auto; margin-right: auto;" 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" width="309px" alt="вязка спиральная вс"><br />Этот вид работ проводится на этапе строительства линии электропередач. <br /> Спиральные вяски ВС предназначены для крепления изолированных проводов типа СИП-3 на штыревых фарфоровых и полимерных изоляторах. <br /> Одиночное крепление изолированных проводов содержит одну вязку (рис. 2), устанавливаемую на изоляторе. <br /> Двойное крепление изолированного провода включает две вязки (рис. 3А, 3Б), закрепляемые на одном изоляторе. <br /> Такое крепление имеет нормированную прочность заделки провода в вязке - 3, 0 ± 0, 3 кН. <br /> Заданная величина прочности заделки обеспечивает сохранность промежуточных опор при обрыве провода и других аварийных ситуациях.</p>
<h3>Вязка Спиральная Вс 70/95 (6 Шт) (россия, Кнр)
</h3>
<p><br />Вязки спиральные ПВС разработаны взамен проволочной скрутки, осуществляемой при помощи алюминиевой проволоки. <br /> В отличие от традиционной схемы вязка ПВС дешевле и удобнее в монтаже. <br /> Предназначены для крепления к штыревым и опорным изоляторам опор ВЛ 6 – 20 кВ защищенных проводов марки СИП-3.</p>
<h3>✅ Вязки Спиральные Вс-70/95 В Полимерной Оболочке - Смотреть Аналоги
</h3>
<p><br />Применение спиральной арматуры существенно упрощает и ускоряет как проведение ремонтно-восстановительных работ на действующих линиях, так и строительство новых линий. <br /> Монтаж вязки производится без инструмента поверх изоляции защищенного провода. <br /> Размер вязок, соответствующий сечению провода, определяется по цветовой маркировке. <br /> Спиральные вязки могут использоваться для определенных сочетаний марки, сечения провода и марки изолятора, не всегда можно подобрать оптимальный комплект самостоятельно. <br /> Мы готовы оказать помощь в укомплектовании Вашей заявки наиболее рационально, проконсультируем по вопросам подбора оптимального варианта изделий.</p>
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	<dc:creator>Hackett Willoughby</dc:creator>
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