Линейная Арматура : 0xbt
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Линейная Арматура

защитная арматура для вл
В процессе эксплуатации линий электропередач могут возникнуть различные проблемы, связанные как с неправильными условиями эксплуатации, так и с всевозможными сторонними факторами. Они в свою очередь могут вызвать ухудшение работы линий электропередач, либо повреждение отдельных звеньев. В последнее время наиболее популярным способом монтажа стали именно подвесной метод, так как прокладка по воздуху на опорах наиболее простой и дешевый способ организации связи. Подвес значительно снижает время и стоимость монтажа.

  • Качество выбранного материала при производстве арматуры несомненно имеет важное значение, так как это сказываться во время эксплуатации.
  • Распорная арматура применяется, когда существует необходимость в соединении между собой проводов расщепленной фазы.
  • Сюда относятся, к примеру, такие зажимы, как клиновый (он может быть рассчитанным на разные сечения провода) и болтовый.


В России и за границей спиральная арматура проявила себя одинаково хорошо.
Но надо понимать, что при незначительных расстояниях до проводов самой линии ее установка сложна и опасна.
Что касается оптических кабелей, то такие решения приемлемы лишь для круглых их видов.
Максимально интенсивно действует поддерживающая арматура, когда обрываются провода.

Подвесная Арматура Для Лэп


Основная арматура — сцепная, защитная, соединительная, а также распорки и зажимы.
Особняком стоит линейная арматура для СИП — эти детали полностью повторяют стандартные запчасти, однако они отличаются уменьшенными размерами и массой.
Арматура может крепиться как по отдельности, так в комплексе с другими арматурными запчастями (в зависимости от типа инженерной задачи, которую Вы хотите решить).
изолятор штыревой шф 20го, vk1. Сцепная арматура — коромысла, серьги, скобы, узлы, ушки, промежуточные звенья, служащие для получения гирлянд из изоляторов, подвески гирлянд на опорах и для крепления элементов к опорам ЛЭП.
Все сцепные компоненты проверяются на сопротивление растяжениям посредством вычислений.
Детали, нивелирующие вибрацию, натяжные и поддерживающие зажимы, а также дистанционные распорки выбирают в соответствии с толщиной проводов.
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