Москва: +7 (495) 125-20-64
Санкт-Петербург: +7 (812) 385-42-54
СОВРЕМЕННЫЕ РЕШЕНИЯ В ТЕХНОЛОГИЯХ ГИДРОИЗОЛЯЦИИ И РЕМОНТА

Электропроводящий двухкомпонентный грунт Инадастро Левелайн LPu 2k/45 Antistatic

Цена 16 690 руб. / шт
Комплект 20 кг. Компонент А – 17,5 кг железное ведро. Компонент Б – 2,5 кг пластиковая канистра
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Сложности с оформлением?
Не тратьте свое время, звоните: Москва: +7 (495) 125-20-64 Санкт-Петербург: +7 (812) 385-42-54

Индастро Левелайн LPu 2k/45 – электропроводящий полиуретановый двухкомпонентный грунт. Компонент А - основа - Черная вязкая жидкость. Компонент Б - отвердитель - Прозрачная подвижная жидкость.

Преимущества

  • Электропроводящий материал
  • Чёрный цвет для удобства визуального контроля
  • Возможно использование с полиуретановыми и эпоксидными материалами

Упаковка

Комплект 20 кг. Компонент А – 17,5 кг железное ведро. Компонент Б – 2,5 кг пластиковая канистра

Агрегатное состояние:
не указано
Тип товара:
грунт
Тип связующего:
полиуретановый
Состав:
двухкомпонентный

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

Условия нанесения

  • Температура материала, воздуха, поверхности – от + 5 до + 20°С
  • Температура поверхности выше точки Росы не менее чем на 3°С
  • Относительная влажность воздуха – не более 80%

Подготовка материала к работе

  1. Тщательно перемешать компонент «А» (черный) до однородного состояния (1-2мин)
  2. Не переставая перемешивать, постепенно вливать компонент «Б»
  3. Тщательно перемешать миксером в течение 3мин. (400-600об/мин). Следить, чтобы равномерно перемешивался весь объем материала
  4. Смешанный грунт использовать в течение 30 минут.

Нанесение

Антистатический грунт наносится на грунтованные или шпатлеванные (полиуретановыми или эпоксидными материалами) поверхности после наклейки токоотводящей медной ленты. Способ нанесения: валик (ворс 12-14мм) или кисть, стойкие к воздействию растворителей. Наносится за 1 слой с расходом 200 г/м². Сушка до нанесения антистатического наливного пола или антистатической эмали - 12-16 час., но не более 48час.

Самовывоз

от 1 дня

Доставка курьером

от 1 дня

Транспортной компанией

от 2 дней

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