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

Инадастро Левелайн LPu 2k/50

Цена 30 507 руб. / шт
Комплект 38 кг. Компонент А – 18 кг железное ведро. Компонент Б – 20 кг железное ведро
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Не тратьте свое время, звоните: Москва: +7 (495) 125-20-64 Санкт-Петербург: +7 (812) 385-42-54

Индастро Левелайн LPu 2k/50 – двухкомпонентный полиуретановый грунт глубокого проникновения. Применяется для эффективной пропитки высокопрочного бетона (от М350) и других капиллярно-пористых материалов. За счет высокой текучести материал подходит для упрочнения малопрочного и разрушающегося бетона (менее М150). Полностью герметизирует поры бетона, предотвращает проникновение агрессивных веществ в тело бетона, облегчает сухую и влажную уборку. Пропитка значительно упрочняет поверхностный слой бетона (условная марка до М600 и выше), соответственно повышая стойкость поверхности к истиранию, ударным нагрузкам и химическому воздействию.

Преимущества

  • Высокая текучесть
  • Высокая проникающая и вяжущая способность
  • Эффективно для плотных бетонов и оснований с повышенной влажностью
  • Эффективно для сильно разрушающихся оснований с низкой марочной прочностью
  • Глубина пропитанного слоя до 10мм

Области применения

  • Самостоятельное покрытие
  • Грунтование поверхности перед нанесением окрасочного слоя
  • Грунтование поверхности перед нанесением наливного пола

Упаковка

Комплект 38 кг. Компонент А – 18 кг железное ведро. Компонент Б – 20 кг железное ведро.

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

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

Условия нанесения

  • Бетонные полы на нижних этажах должны иметь гидроизоляцию для исключения капиллярного подсоса и подпора воды снизу
  • Новый бетонный пол выдерживается до нанесения грунта не менее 14 суток при нормальных условиях твердения
  • Не допускаются замасленные участки
  • Температура материала, воздуха и поверхности: от +5°С до +25°С
  • Влажность поверхности - не более 6 масс.%
  • Температура поверхности выше точки Росы на 3°С и более

Подготовка поверхности

Бетонные полы зачистить - отшлифовать или произвести пескоструйную очистку, чтобы открыть поры бетона, удалить цементное молочко и ослабленный верхний слой. Перед нанесением первого слоя грунта поверхность необходимо обеспылить.

Подготовка материала и нанесение

Индастро Левелайн LPu 2k/50 - поставляется в виде двух компонентов - А и Б, соотношение компонентов по объему 1:1 (по массе 9:10). Необходимо тщательно смешать компоненты миксером в течение 2-3 минут на скорости 400-600 об./мин. Использовать приготовленный состав в течение 1 часа 30 мин. Наносится среднешерстным (ворс 12-16 мм) полиамидным валиком в 2-3 слоя (послойная сушка 6-8 ч.) с расходом 150-400 г/м² на слой в зависимости от впитывающей способности основания. Нанесение слоев необходимо проводить до появления однородного блеска всей поверхности в случае использования композиции как самостоятельного покрытия – пропитки глубокого проникновения. В случае грунтования под другие полиуретановые покрытия (окрасочные, покрытия с песком, наливные полы и т.д.), наносить грунт до приобретения поверхностью однородного вида мокрого лакированного бетона.

 

Самовывоз

от 1 дня

Доставка курьером

от 1 дня

Транспортной компанией

от 2 дней

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