Индастро Профскрин RC80 Lq
Ремонтный состав Индастро Профскрин RC80 Lq наливного типа для конструкционного ремонта бетона классов В60 – В70. Толщина укладки от 5 до 50 мм. Продукция экологически безопасна и не содержит вредных примесей, оказывающих отрицательное воздействие на здоровье человека. Соответствует действующим на территории Российской Федерации санитарногигиеническим нормам. Продукт изготовлен в соответствии с ТУ производителя из экологически чистого сырья.
Области применения
Ремонтный состав Профскрин RC80 Lq применяется для конструкционного ремонта бетонных конструкций (класс бетона В60 – В80)
- Несущие строительные конструкции
- Мостовые конструкции
- Очистные сооружения
- Подземные инженерные сооружения (каналы, трубопроводы и др.)
- Промышленные сооружения
Преимущества
- Соответствует классу R4.
- Полностью подходит для ремонта бетона высокой прочности (В60 и выше).
- Безусадочный.
- Быстрый набор прочности.
- Слой нанесения до 50 мм.
- Внутреннее армирование минимизирует тенденцию к образованию трещин.
- Высокая износостойкость.
- Высокая водонепроницаемость.
Упаковка
Фасовка 25 кг
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
Подготовка основания
Основание должно быть чистым, прочным и способным нести нагрузку. Особо плотные, гладкие основания и не способные нести нагрузку слои (например, загрязнения, старые покрытия, пленкообразующие материалы, водоотталкивающие материалы или цементное молочко), а также повреждённые бетонные поверхности должны быть предварительно обработаны пескоструйной или водоструйной обработкой.Основание должно быть шероховатым, т.е. заполнитель должен быть отчётливо виден. Предварительно обработанное основание необходимо увлажнять в течение 3 часов. Поверхность должна быть влажной, но при этом следует избегать образования луж. Необходимо удалить все продукты коррозии с бетонного основания, а также со стальной арматуры с помощью пескоструйной установки. Для длительной защиты арматуры от коррозии, а также улучшения сцепления необходимо нанести антикоррозионный состав Профскрин LC2.5.Для этого материалы смешивают с водой до пластичной консистенции и наносят с помощью кисти на слегка влажное основание. При этом необходимо избегать высыхания нанесенного слоя.
Приготовление раствора
Для приготовления раствора содержимое мешка при постоянном перемешивании высыпать в ёмкость с чистой водой (из расчета 0,11-0,13 л/кг) и перемешать до образования однородной массы. Перемешивание производится профессиональным миксером. Замешивание материала миксерами гравитационного типа или вручную не рекомендуется. Для смешивания необходимо использовать весь мешок с материалом. Раствор необходимо выдержать 3-5 минут, а затем повторно перемешать. После этого раствор готов к применению. Использовать полученный раствор необходимо в течении 60 мин. При повышении вязкости раствора в емкости (в пределах времени жизнеспособности) необходимо тщательно перемешать его без добавления воды. Не допускать передозировку воды!!! Для приготовления раствора использовать только чистые емкости, инструменты и воду.
Нанесение
При выполнении работ механизированным способом необходимо сначала нанести тонкий контактный слой на подготовленное и слегка влажное основание, а затем постепенно нанести желаемую толщину нанесения на подготовленную поверхность (от 5 до 50 мм).
Самовывоз
от 1 дня
Доставка курьером
от 1 дня
Транспортной компанией
от 2 дней