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

Эпоксидный двухкомпонентный грунт Инадастро Левелайн LE 2k/100

Цена 27 663 руб. / шт
Комплект 14,5 кг. Компонент А – 10 кг железное ведро. Компонент Б – 4,5 кг пластиковая канистра
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Не тратьте свое время, звоните: Москва: +7 (495) 125-20-64 Санкт-Петербург: +7 (812) 385-42-54

Индастро Левелайн LE 2k/100 – эпоксидный двух компонентный грунт. Компонент А - основа - бесцветная прозрачная жидкость. Компонент Б - отвердитель - жидкость от прозрачного, до светло-коричневого оттенка. После полимеризации (твердения) образует износостойкое покрытие с высокой прочностью, химической стойкостью. 

При использовании эпоксидного грунта Левелайн LE 2k/100 можно выполнить следующие покрытия для бетона:

  • Эпоксидную пропитку
  • Эпоксидное окрасочное покрытие
  • Эпоксидное наливное покрытие цветное и прозрачное
  • Декоративные полы с чипсами, блестками
  • Кварцнаполненные (КНП) эпоксидные полы и покрытия
  • Антискользящие покрытия.

Преимущества

  • Стойкий к механическим и физическим нагрузкам
  • Отличные декоративные свойства
  • Полностью герметизирует поверхность бетона
  • Полностью обеспыливает бетонную поверхность
  • Возможно использование большинства моющих средств
  • При нанесении отсутствует запах

Области применения

  • Паркинги, гаражи, автостоянки
  • Цеха, склады
  • Торговые и выставочные залы, супермаркеты
  • Холодильники и морозильники
  • Различные сельскохозяйственные объекты и т.д.

Упаковка

Комплект 14,5 кг. Компонент А – 10 кг железное ведро. Компонент Б – 4,5 кг пластиковая канистра

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

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

Условия нанесения

  • Бетонная поверхность должна иметь гидроизоляцию для исключения капиллярного подсоса и подпора воды
  • 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 +30°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 LЕ 2k/100 - поставляется в виде двух компонентов - А и Б, соотношение компонентов по массе 10:4. Необходимо тщательно смешать компоненты миксером в течение 2-3 минут на скорости 400-600 об./мин. Использовать приготовленный состав в течение 40 мин. Наносится среднешерстным (ворс 12-16 мм) полиамидным валиком или широким шпателем в 2-3 слоя (послойная сушка 6-8 ч.) с расходом 100-150 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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