Индастро Левелайн BCu10 Antistatic
Индастро Левелайн BCu10 Antistatic- Самоклеящаяся медная лента для создания отводного потенциала при токопроводящей укладке покрытий.
Преимущества
- Самоклеящаяся
- Токопроводящая
Применение
- Производства электронной промышленности
- Компьютерные классы, серверные и т.п.
- Медицинские учреждения – кабинеты диагностики, операционные и т.п.
- Научно-исследовательские и испытательные центры и лаборатории
- Склады и производственные помещения взрывоопасных и легко воспламеняющихся веществ
Упаковка
Рулон 20 м
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
Технология нанесения
- Укладка Медной ленты производится по указанию специалиста-электрика на готовое основание, предварительно обработанное Токопроводящим грунтом ЛЕВЕЛАЙН LPu 2k/45 Antistatic .
- Медная лента длиной около 1м приклеивается на основание с заводом соединительного «хвостика» на стену к месту заземления для создания отводного потенциала. Работы по созданию отводного потенциала производятся специалистом-электриком.
- На каждые 30 м² необходимо предусмотреть отводной потенциал.
- Для создания поперечной проводимости необходимо наклеить ленту поперек основных лент. Места перекрещивания лент рекомендовано проколоть. Необходимо выполнять два отводящих потенциала на 30 м². Поперечный потенциал снимает заряд с площади радиусом 10 м. Устраивая поперечные потенциалы в помещениях большой площади, необходимо отступить от стены не более чем 9-10 м и наклеить ленту, затем через расстояние, не превышающее 20 м, устраивается следующий потенциал и т.д.
- Каждый поперечный потенциал выводится на стену и «расключается» электриком в систему заземления пайкой или скруткой под винт.
- Приклеивание токопроводящих покрытий производится соответствующими виду покрытий токопроводящими клеями поверх медной ленты на отводной «хвостик», в соответствии с инструкциями по укладке.
- Соблюдайте требования производителей покрытий к их укладке!
Самовывоз
от 1 дня
Доставка курьером
от 1 дня
Транспортной компанией
от 2 дней