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

Индастро Профскрин RC60 RLq

Цена 3 960 руб. / шт
Фасовка 25 кг
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Сложности с оформлением?
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Высокопрочная безусадочная сухая смесь наливного типа, содержащая полимерную фибру. Профскрин RC60 RLq используется для конструкционного ремонта новых бетонных и железобетонных конструкций в сжатые сроки. Внутри и снаружи помещений. Продукция экологически безопасна и не содержит вредных примесей, оказывающих отрицательное воздействие на здоровье человека. Соответствует действующим на территории Российской Федерации санитарно-гигиеническим нормам.

Области применения

  • Ремонтный состав Профскрин RC60 RLq применяется для конструкционного ремонта бетонных конструкций:
  • Густоармированных поверхностей, где невозможно ручное нанесение
  • Мостовых конструкций
  • Дорожного полотна, аэродромов, паркингов 
  • Для омоноличивания стыков бетонных и железобетонных конструкций

Преимущества

  •  Соответствует классу R4 (по европейскому стандарту EN1504).
  • Полностью подходит для ремонта бетона высокой прочности (М400 и выше).
  • Является безусадочным.
  • Обладает сверхбыстрым набором прочности.

Упаковка

Фасовка 25 кг

 

Агрегатное состояние:
не указано

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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 на 1 мешок 25 кг – 3,75-4 л воды 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 10 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

Раствор наносится на подготовленную поверхность вручную толщиной от 5 до 50 мм.

МЕРЫ ПРЕДОСТОРОЖНОСТИ :ВНИМАНИЕ!!!

Смесь содержит цемент. Во время проведения работ следует защищать кожу и глаза. При попадании раствора в глаза и на кожу тщательно промыть большим количеством воды и обратиться к врачу.

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