Однокомпонентный влагоотверждаемый полиуретановый грунт Инадастро Левелайн LPu 1k/45
Индастро Левелайн LPu 1k/45 – однокомпонентный влагоотверждаемый полиуретановый грунт. Полимеризуется за счет влаги воздуха. После полимеризации образует твердо-эластичный полимер с высокой прочностью и высокой химической стойкостью. Класс пожарной опасности – КМ1 (группа горючести – Г1, группа воспламеняемости – В1). Хождение возможно через 1 сутки. Полная нагрузка - через 3 суток.
Преимущества
- Может наноситься при отрицательных температурах (от минус 30°С)
- Возможно применение на бетонных основаниях с низкими марками по прочности (М100 и менее)
- Короткая послойная сушка (3-6 ч) и короткие сроки проведения работы
- Однокомпонентный материал – с простой технологией нанесения
- Обеспечивает глубокую пропитку поверхности и высокое упрочнение бетона (до М600 и выше)
- Дает полное обеспыливание и полную герметизацию бетона
- Высокая износостойкость и ударная прочность
- Высокая химическая стойкость
- Температура эксплуатации отвержденного грунта по бетону в воздушной среде - от -60 °С до +120 °С
- Хорошие декоративные свойства и простота уборки
Применение
- Самостоятельное экономичное покрытие
- Грунтование поверхности перед нанесением окрасочного слоя
- Грунтование поверхности перед нанесением наливного пола
- Подходит для нанесения на бетон, натуральный и искусственный камень, шифер, кирпич и другие основания на минеральной основе
Упаковка
Ведро 20 кг
Химическая стойкость
Отвержденный полиуретановый грунт для бетона Индастро Левелайн LPu 1k/45 стоек к постоянному и переменному контакту с веществами: вода; растворы солей и щелочей вплоть до концентрированных; растворы кислот с концентрацией до 10-20%; масла и жиры всех видов - минеральные, синтетические, органические; органические растворители, бензин, дизтопливо и т.п.
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 viIQvmXIkBxyfewwogQJUUlzP81w26wXJ38t09w58l
Основные требования к поверхностям
- 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 28 суток при нормальных условиях твердения
- Не допускаются замасленные участки
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.
Условия нанесения
- Температура воздуха и поверхности: от -30°С до +25°С
- Температура материала: от +10°С до +25°С. Относительная влажность воздуха - не более 80%
- Влажность поверхности - не более 4 масс.%
- Температура поверхности выше точки Росы на 3°С и более
Подготовка материала к нанесению
Индастро Левелайн LPu 1k/45 - готов к применению и не требует перемешивания.
Нанесение
Способы нанесения: валики и кисти стойкие к растворителям; безвоздушное распыление. При грунтовании поверхности перед нанесением полиуретановых покрытий, необходимо нанесение до однородного вида мокрого бетона и полного закрытия пор. При устройстве пропитки по бетону, как самостоятельного покрытия - до появления однородного блеска поверхности. Послойная сушка 3-8ч, в зависимости от температуры и влажности. Расход на слой 150-300 г/м² в зависимости от впитывающей способности основания.
Самовывоз
от 1 дня
Доставка курьером
от 1 дня
Транспортной компанией
от 2 дней