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СОВРЕМЕННЫЕ РЕШЕНИЯ В ТЕХНОЛОГИЯХ ГИДРОИЗОЛЯЦИИ И РЕМОНТА

КСГ ПРО 57

Цена 33 453 руб. / шт
Комплект А1+А2+Б1+Б2 41,3 кг
Низковязкий акрилатный гель с полимерным модификатором
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КСГ ПРО 57 - быстрореагирующий инъекционный акрилатный гель с низкой вязкостью и отличной проникающей способностью для инъектирования в строительные конструкции и грунты. После отверждения материал формирует эластичный гидрогель, который способен увеличиваться в объеме в присутствии влаги и сжиматься при высыхании.

 

  • Использование полимерного модификатора способствует улучшению характеристик:высокое удлинение на разрыв, большую стойкость к высыханию, более высокую адгезию к влажным и сухим поверхностям, сохранение принятую при отвержденииформу. Это позволяет материалу образовать мембрану, способную к деформациям исмещениям без потери гидроизоляционных свойств;
  • Не содержит органических растворителей и токсичных компонентов, практически не имеет запаха и может применяться при температурах от +1 ° С до + 40 °С
  • Не подвержен биокоррозии
  • Применяется с использованием специального инъекционного двухкомпонентного оборудования высокого давления. Соотношение компонентов А и Б - 1:1 по объему.
  • Может применяться в контакте с питьевой водой.
  • Поставляется в виде комплекта из 4-х компонентов (А1, А2, Б1, Б2). При применении допускается изменять время полимеризации геля от 15 секунд до 3 минут, изменяя количество компонента Б2.
  • Соответствует ГОСТ 33762-2016 «Материалы и системы для защиты и ремонтабетонных конструкций. Требования к инъекционно-уплотняющим составам и уплотнениям трещин, полостей и расщелин». Группа КГ (уплотнение не конструкционное с компрессионно-герметизирующим замыканием).

ОБЛАСТИ ПРИМЕНЕНИЯ

  • Восстановление непроницаемости строительных конструкций - герметизация трещин идефектов;
  • Создание гидроизоляционных мембран методом экрана;
  • Ремонт поврежденных гидроизоляционных мембран,
  • Постоянная гидроизоляция облицовок тоннелей и шахт;
  • Остановка мелких притоков воды через трещины и дефекты конструкции;
  • Ремонт и герметизация холодных и деформационных швов;
  • Связывание грунтов и создание антифильтрационных мембран в грунтах, в том числе с низкими коэффициентами фильтрации.

ПОДГОТОВКА ОСНОВАНИЯ
Перед началом работ необходимо определить объем работ и провести обследование конструкции, с целью выявления причин потери ее герметичности. Для остановки активных протечек, с давлением выше 1 МПа используйте пены КСГ ПРО для активных протечек. Все крупные полости и дефекты следует заполнить ремонтным составом КСГ ПРО Тиксоцем 160. После предварительной подготовки необходимо определить метод инъецирования. Инъецирование может осуществляться путем заполнения трещин и капилляров или на границу раздела грунт-конструкция. Возможно комбинирование методов. Процесс инъецирования осуществляется через предварительно установленные пакеры. В зависимости от толщины конструкции и метода инъецирования необходимо пробурить конструкцию на соответствующую глубину.

ПРИГОТОВЛЕНИЕ МАТЕРИАЛА
КСГ ПРО 57 поставляется в комплекте из четырех компонентов, которые должны быть смешаны с друг с другом и водой в определенной последовательности. Для приготовления рабочих растворов рекомендуется использовать пластиковую тару. Смешивание всех компонентов допускается проводить вручную. Содержимое бутыли с компонентом А2 полностью перелить в канистру с компонентом А1 и тщательно перемешать (раствор А). В зависимости от цели и условия применения используют от 100 г до 300 г компонента Б2 на комплект. От количества компонента Б2 зависит скорость отверждения и время использования материала. Необходимое количество порошкообразного компонента Б2 в канистру с компонентом Б1 и тщательно перемешать (раствор Б). Подготовленные растворы А и Б должны быть использованы в течение 4 часов.

ИСПОЛЬЗОВАНИЕ МАТЕРИАЛА
Материал используется в диапазоне температур от +1 °С до + 40 °С Приготовленные растворы А и Б посредством двухкомпонентного насоса в нержавеющем исполнении с соотношение компонентов по объему 1:1 и шлангов высокого давления подводятся к смесительной головке, оснащенного статическим миксером. В ней происходит смешение компонентов и через заранее установленный пакер инъектируются в строительную конструкцию. Сразу после окончания работ оборудование промывают водой.
Если при проведении работ используются полиуретановые и акриловые материалы, в первую очередь должны нагнетаться полиуретановые материалы и только затем акриловые гели.
При повторных инъекциях повторное нагнетание можно производит только после отверждения геля.

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