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

Обмазочная гидроизоляция Индастро Смартскрин HC20 H

Цена 2 641 руб. / шт
Фасовка 25 кг
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Обмазочная гидроизоляция Индастро Смартскрин HC20 H – готовая к применению сухая смесь изготовленная на основе цемента и модифицирующих добавок. Гидроизоляционный материал экологически безопасен, не содержит вредных примесей, оказывающих отрицательное воздействие на здоровье человека. Соответствует действующим на территории Российской Федерации гигиеническим нормам.

Области применения

Рекомендуется для недеформирующихся минеральных оснований. Используется для защиты фундаментов, цоколей, фасадов зданий и сооружений, террас, балконов, подвалов, крытых бассейнов, внутренней гидроизоляции резервуаров с водой, а также полов и стен во влажных помещениях от разрушающего воздействия воды. Может применяться для выполнения работ внутри и снаружи. Рекомендуется к использованию при устройстве горизонтальных отсечек.

Преимущества

  • Атмосферостойкая
  • Выдерживает высокие механические нагрузки
  • Устойчива к воздействию солей
  • Возможен контакт с питьевой водой
  • Парапроницаемость

Упаковка

Фасовка 25 кг

Агрегатное состояние:
не указано

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

Подготовка основания

Основание должно быть чистым и прочным. Бетон, кирпичная кладка, штукатурки и стяжки должны быть выдержаны не менее 28 дней. Перед нанесением гидроизоляции необходимо удалить с поверхности осыпающиеся элементы, масляные пятна и другие загрязнения, препятствующие сцеплению материала с поверхностью. Предварительно обработанное основание необходимо увлажнять в течение 3 часов. Поверхность должна быть матово влажной. Холодные швы и трещины должны быть подготовлены соответственно технологии. Угловые зоны следует скруглить - изготовить с помощью ремонтного раствора Профскрин (RC20, RC35, RC45, RC50 RTi) выкружки (галтели радиусом не менее 3 см), на внешних углах – сделать фаски под углом 45.

Приготовление раствора

Содержимое мешка при постоянном перемешивании высыпать в ёмкость с чистой водой (из расчета 0,18-0,20 л/кг). Перемешивание производится механизированным (профессиональный миксер) либо ручным способом. Раствор необходимо выдержать 5 минут, затем повторно перемешать. После этого раствор готов к применению. Раствор можно использовать в течение 1 часа с момента затворения водой. При повышении вязкости раствора в емкости (в пределах времени жизнеспособности) необходимо тщательно перемешать его без добавления воды. Для приготовления раствора использовать только чистые емкости, инструменты и воду.

Нанесение

Приготовленный раствор наносится в 2-3 слоя кистью. Каждый последующий слой наносить в зависимости от внешних условий, но не ранее, чем через 1 час перпендикулярно предыдущему слою. Рекомендуемая толщина гидроизоляционного покрытия – 3-4 мм. В процессе работы и в последующие два дня температура воздуха и поверхности основания должна быть не ниже +5ºС и не выше +30ºС. В процессе твердения (не менее 24 часов) поверхность необходимо поддерживать во влажном состоянии, предохранять от воздействия дождя, не допускать попадания прямых солнечных лучей и воздействия мороза. Через 3 суток после создания гидроизолирующего слоя возможно нанесение последующего покрытия.

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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