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

Безусадочная смесь Инадастро Левелайн RC60 RLq

Цена 2 650 руб. / шт
Фасовка 20 кг
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Сложности с оформлением?
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Высокопрочная безусадочная сухая смесь наливного типа, содержащая полимерную фибру. Инадастро Левелайн RC60 RLq используется для ремонта топпинговых полов 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.

Преимущества

  •  Соответствует классу R4 (по европейскому стандарту EN1504)
  • Полностью подходит для ремонта топпинговых полов высокой прочности
  • Является безусадочным
  • Обладает сверхбыстрым набором прочности

Области применения

 При образовании глубоких трещин, раковин и кратеров на кварцевом или корундовом топпинге, а так же сколов рядом со швами – самым быстрым и оптимальным решением является шлифовка и расшивка этих дефектов с углублением до 10 мм, с последующим их заполнением подливочным самовыравнивающимся быстрым ремонтным составом Индастро Левелайн RC60 RLq. Далее, спустя 24 часа, ремонтируемый участок можно покрыть защитным составом Индастро Левелайн SP2.

Упаковка

Фасовка 20 кг

Агрегатное состояние:
не указано
Тип товара:
ремонтный состав
Форма выпуска:
сухая смесь

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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 с помощью пескоструйной установки.

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.

Самовывоз

от 1 дня

Доставка курьером

от 1 дня

Транспортной компанией

от 2 дней

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