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

КСГ-905 инъекционный двухкомпонентный насос

Цена 387 500 руб. / шт
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Многофункциональный насос КСГ-905 предназначен для низконапорного инъектирования  и распыления различных материалов: акрилатные гели, микроцемент, пенополиуретан (ППУ), карбамидный пенопласт (пеноизол), антикоррозийные, огнезащитные и однокомпонентные гидроизоляционные составы, гидроизоляционные пасты, гидрофобизатор, сверхтонкая жидкая теплоизоляция, жидкая пробка, фактурные, акриловые и водоэмульсионные краски, эпоксидные смолы, жидкая резина, декоративные мультиколорные мозаичные составы, грунты, шпатлевки, жидкие обои и битумные дорожные эмульсии.

Модель оснащена системой обратки и дистанционным управлением. Установку КСГ-905 можно использовать в качестве шпаклевочной станции, как аппарат безвоздушного распыления или совместно с компрессором. Подача маловязких материалов осуществляется через входной шланг из рабочей емкости, а высоковязких - через приемный бункер. 

Распыление:

  • гидроизоляционные составы
  • жидкие битумные, полиуретановые, акриловые, силиконовые и эпоксидные мастики
  • антикоррозийные составы
  • огнезащитные составы
  • цементно-полимерные мембраны и цементно-полимерные ремонтные составы
  • краски и отделочные материалы
  • теплоизоляционные составы на основе керамических или стеклянных микросфер
  • штукатурные цементные и гипсовые растворы, шпаклевки
  • отделочные фактурные составы, жидкая пробка, короед и аналогичные составы

Инъектирование: 

  • микроцементы
  • гидрофобизаторы
  • полиуретановые и акрилатные гели 

Нагнетание

  • битумный, полиуретановый, акриловый, силиконовый
  • герметики
  • цементный ремонтный состав, плиточный клей
  • заливочный пенополиуретан
  • карбамидный пенопласт
  • различные ремонтные составы

Преимущества КСГ-905

  • Управление производительностью при помощи блока электроники 0-7 л/мин по каждому каналу.
  • Возможность подключения двух распылительных пистолетов.
  • Широкий спектр используемых строительных материалов
  • Возможность объединения выходов насосов для увеличения общей производительности
  • Работа с двукомпонентными материалами

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

Базовая комплектация: 

  • насосная станция с двумя насосами
  • рабочий шланг d=16 мм. (может устанавливаться и 10 мм.)
  • манометр с разделителем сред
  • шланги обратки
  • входные шланги
  • приемная воронка
  • дистанционное управление
  • насадка для инъектирования

Дополнительная комплектация для инъектирования акриалатных гелей:

  • рабочие шланги 1/4", 5 м - 2 шт
  • смеситель с инъекционным пистолетом

Дополнительная комплектация: 

  • дистанционное радиоуправление
  • цифровое реле-регулятор давления
  • воздушный компрессор
  • рабочие насадки на выбор.

Самовывоз

от 1 дня

Доставка курьером

от 1 дня

Транспортной компанией

от 2 дней

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