И амплитуды колебаний проводов в подпролетах.
В том случае, когда колебания в смежных подпролетах близки по фазе (рис.
Амплитудой колебаний проводов в подпролетах называется значение наибольшего отклонения провода в пучности полуволны от нейтрального положения провода; полный размах колебаний в пучности полуволны равен двойной амплитуде колебаний.
Основными величинами, характеризующими колебания проводов в подпролетах, являются частота, длина полуволны и амплитуда колебаний.
ЗАО ИНСТА Проверить наличие и правильность установки отбойных щитов на роликовых поддерживающих устройствах промежуточных переходных опор согласно монтажным чертежам.
Обратить внимание на крепление щитов и правильное расположение прорези щита относительно провода.
Разработка грунта вручную на глубину до 1 м.
Проверка целости заземлителя, очистка его от ржавчины, измерение диаметра стержня или проволоки штангенциркулем.
Запись результатов в "Ведомость проверки и измерений сопротивления заземления опор".
Окраска очищенной от коррозии части заземлителя лаком.
Засыпка траншеи вручную с трамбовкой грунта.
Проверка с применением телевышки. [newline]Подъем в корзине электромонтеров, штанги и мегаомметра.
Армирующие прутки увеличивают жесткость провода и уменьшают вероятность его повреждения от вибрации.
Однако наиболее эффективным средством борьбы с вибрацией являются виброгасители.
Следует разработать методику по применению гасителей вибрации с учетом особенностей различных по конструкции гасителей.
Даже при значительных механических нагрузках, в том числе, при обледенении, изделие остается на месте установки.
Это обеспечивается прочным обжатием провода плашкой гасителя.
Монтажная плашка представляет собой важную деталь, от которой зависит функциональность всей арматуры.
Масса грузов таких гасителей должна быть меньше типовых, а количество гасителей на пролет должно быть от 1 до 6 и более в зависимости от длины пролета и характера местности.
Количестве гасителей для разных категорий местности (см. таблицу 3) и длин пролетов и тип гасителей определяется по таблицам 10 и 11.
Работы велись в направлениях повышения эффективности гашения вибрации, повышения надежности и долговечности самих гасителей.
В настоящее время сформировался перечень технических требований к гасителям вибрации, разработаны методы испытаний, выпущены многочисленные научные труды, обобщенные в монографиях.
https://zaoinsta.ru/katalog-produkcii/izolyatory-linejnye-podvesnye-polimernye-tipa-lk-120-110-i Основным отличием гасителей ГВН от гасителей ГПГ был способ заделки грузов на стальном канате, являющемся гибким элементом гасителя.
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