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	<title><![CDATA[0xbt: Линейная Арматура Для Лэп Ооо Энергетик-1]]></title>
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	<title><![CDATA[Линейная Арматура Для Лэп Ооо Энергетик-1]]></title>
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" width="302px" alt="арматура вл 10 кв"><br />Для выполнения работ по замене зажимов необходимы следующие инструменты, приспособления и устройства (табл. 21). 
 На новом концевом зажиме ослабляются обе гайки, отводится в сторону прижимая планка, чтобы освободить пространство для провода. 
 В желоб зажима укладывается провод таким образом, чтобы его оголенный участок находился в зоне прижимной планки.<br /><img style="margin-left: auto; margin-right: auto;" 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" width="301px" alt="арматура вл 10 кв"><br />Их изготавливают из четырех плашек, которые соединяются попарно. 
 На тросах они фиксируются посредством шарнирной тяги и крепежными изделиями. 
 Но при пляске линий электропередач, вызываемой неблагоприятной погодой, такая арматура нередко сбрасывается. 
  <a href="https://anotepad.com/notes/ges4h98d">https://zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-podvesnye-polimernye-tipa-lk-70-20-i</a> По этой причине сейчас используются исключительно обычные распорные устройства, которые дополнительно утяжеляются.<br />При заказе крупной поставки кабеля не возникло никаких  проблем и нареканий - все качественно и в срок. 
 Выражаю благодарность специалистам компании РусЭнерго за качественно проделанную работу. 
 Не всегда стоит принимать решение о покупке арматуры для ЛЭП только исходя из стоимости.<br /></p><h2>Виды Сцепной Арматуры
</h2>
<p><br />При монтаже ответвительного зажима на неизолированном несущем проводе место установки зажима зачищается стальной щеткой под смазкой. <br /> Ответвительные зажимы поступают на объект, как правило, с очищенными и смазанными контактными поверхностями. <br /> Схема установки ответвительного зажима приведена на рис. <br /> Не допускается закрепление на анкерной опоре защищенного провода, натянутого с усилием, большим установленного значения для конкретных условий монтажа.<br />При установке зажима болты следует затягивать со строго нормированным моментом, значение которого должно быть указано в инструкции по применению или в маркировке зажима. <br /> Ослабляется тяжение лебедки, снимаются монтажный зажим, лебедка и вспомогательный кронштейн. <br /> Концевые цанговые зажимы применяются для проводов конкретного сечения.</p>
<ul><li>С помощью этих изделий стойки укрепляются и могут выдерживать большие статические нагрузки. 
</li><li>Изолирующая оболочка выполнена из атмосферостойкого светостабилизированного термопластичного полиэтилена с характеристиками, приведенными в табл. 
</li><li>Осуществляет поставку арматуры для монтажа ВЛ и самонесущих изолированных проводов во всех субъектах Российской Федерации с центральных складов расположенных в городе Москве и Санкт-Петербурге. 
</li><li>• Используются с защищенными и неизолированными проводами на ЛЭП до 20 кВ. 
</li><li>Их выбор зависит от поставленной задачи – уменьшения длины и массы подвески, шарнирного соединения, фиксации защитного экрана. 
</li></ul>
<p><br />Работы могут выполняться как на обесточенной линии, так и под напряжением (по специальным технологическим картам). <br /> При производстве ремонта под напряжением нагрузка потребителя должна быть отключена. <br /> Момент затяжки болтов должен строго контролироваться динамометрическим ключом и соответствовать значению, приведенному в технической документации на зажим или указанному на корпусе зажима. <br /> Вначале провод натягивается с усилием на 5 - 7% больше монтажного, а затем возвращается к заданному значению. <br /> При этом провод должен равномерно распределяться между промежуточными опорами.</p>
<h3>2 Электрические И Механические Характеристики Сип
</h3>
<p><br />• Предназначено для применения в узлах анкерного крепления неизолированных и защищенных проводов. <br /> П1. 1 - П1. 3 представлена арматура для подвески и ремонта СИП и защищенных проводов. <br /> При наличии на проводах устройств защиты от грозовых перенапряжений заземляющий проводник присоединяется к металлическому стержню таких устройств с помощью зажимов, приведенных на рис. <br /> При выполнении работы без снятия напряжения на СИП с неизолированным нулевым проводом следует изолировать нулевой провод и металлическую арматуру с помощью изолирующих накладок и колпаков. <br /> Место установки зажима на провод должно быть удалено на 40 см от центра изолятора или на 5 см от окончания спиральной вязки. <br /> От зажима до шейки изолятора на провод навивается алюминиевая проволока диаметром 5 мм, делается виток вокруг изолятора.<br />ООО «Завод Энергетик» - отдельное подразделение в группе компаний «Каскад», занимающееся проектированием, производством и комплектацией объектов энергетики. <br /> Сотрудники предприятия — это специалисты, обладающие опытом работы в строительстве объектов большой энергетики и их эксплуатации, занимаются непосредственным проектированием инновационных продуктов для энергетики.<br /><br />Разъединение нулевого (несущего) провода СИП, воспринимающего механическую нагрузку (тяжение) всего жгута проводов и выполняющего функции защитной нейтрали, следует только после предварительного разъединения всех фазных проводов жгута. <br /> При необходимости проведения работы на отдельном фазном проводе СИП допускается отключать только этот провод, не отключая всю линию. <br /> При этом провод следует отключить со всех сторон, откуда может быть подано напряжение, и заземлить на месте производства работ.<br />Подобное явление по условиям эксплуатации ЛЭП является недопустимым. <br /> Чтобы соединить в 1 пролёте тросы и провода воздушных линий, нужна соединительная арматура, которые применяют во время сборки проводов на анкерных опорах и шлейфах. <br /> Осуществляет поставку арматуры для монтажа ВЛ и самонесущих изолированных проводов во всех субъектах Российской Федерации с центральных складов расположенных в городе Москве и Санкт-Петербурге.</p>
]]></description>
	<dc:creator>Ali Giles</dc:creator>
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