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

Инадастро Левелайн SP1 Pt (концентрат)

Цена 16 719 руб. / шт
Ведро 30 л
Купить
Сложности с оформлением?
Не тратьте свое время, звоните: Москва: +7 (495) 125-20-64 Санкт-Петербург: +7 (812) 385-42-54

Инадастро Левелайн SP1 Pt (концентрат) применяется при флюатировании поверхности бетона для повышения его атмосферостойкости, химической стойкости, увеличения сопротивления к истирающим нагрузкам. На основе фторсиликатов цинка (сухой остаток не менее 35%).

Преимущества

  • Увеличение износостойкости бетона
  • Ручное и механизированное нанесение
  • Снижение пылеобразования
  • Увеличение защиты от атмосферных влияний
  • Повышение химической стойкости верхнего слоя бетона

Области применения

  • Бетон
  • Стяжки на основе цемента
  • Кальцийсодержащие основания (известняк, бут, доломит)

Упаковка

Ведро 30 л

Тип товара:
пропитка для бетона

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

Этапы нанесения

Кристаллизатор наносится распылителем (диаметр сопла подбирается исходя из условий применения), валиками или кистями.Перед нанесением раствор необходимо разбавить с водой в соотношении 1:3.Влажность основания не более 6%. Температура при нанесении +5…+30°С.

Расход

Расход кристаллизатора (концентрат) составляет от 0,05 до 0,25 л/м2).

Самовывоз

от 1 дня

Доставка курьером

от 1 дня

Транспортной компанией

от 2 дней

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