Скло для електрощита
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Опубликовано в рубрике
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ТАЙРІЛ ![](https://www.mashprom.com.ua/wp-content/uploads/2022/11/mg_0021.jpg)
Скло виконане з термостійкого та міцного пластику ТАЙРІЛ 790 з хорошими оптичними властивостями.
Скло для електрощита (виріз у щиті 110mm х 90mm) призначене для встановлення в дверцятах електрощита, що дозволяє проводити візуальний контроль показань електролічильника. Скло захищає від потрапляння в щит сторонніх предметів та захищає лічильник від зовнішніх пошкоджень. Конструкція скла передбачає зручні защіпки для встановлення в щит.
Для встановлення скла в щит необхідно вставити скло у виріз у щиті, розташовуючи защіпки по одній з діагоналей вирізу (по кутах вирізу) та повернути скло у площині щита:
![](data:image/png;base64,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)
Габаритні та установчі розміри:
![](https://www.megommetr.com/images/st2.png)
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