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

Двухкомпонентная полиуретановая шпатлевка Инадастро Левелайн PPu 2k/100

Цена 13 466 руб. / шт
Комплект 24 кг. Компонент А – 20 кг железное ведро. Компонент Б – 4 кг пластиковая канистра
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Индастро Левелайн PPu 2k/100 – двухкомпонентная полиуретановая шпатлевка серого цвета (возможна колеровка) для бетона, дерева, металла. После твердения образуется твердо-эластичный полимер с высокой ударной вязкостью и высокими механическими свойствами. Состав стоек к постоянному контакту с водой; растворами нейтральных, кислых и щелочных электролитов; маслами минеральными, синтетическими, органическими; бензином и т.п. Во время работы легко растекается, заполняет дефекты основания. Для уменьшения расхода шпатлевки при глубоких дефектах, можно вводить кварцевый песок. Для заделки мелких дефектов можно вводить маршалит. Состав имеет высокую адгезию к большинству материалов, вследствие чего способен к образованию с кварцевым песком прочных высоконаполненных шпатлевок.

  • Массовая доля нелетучих веществ не менее 98%
  • Время жизни после смешения компонентов не менее 20 мин
  • Начало движения: пешеходного - не более 24 час, транспорта - не более 3 суток
  • Прочность на разрыв через 14 дней не менее 10 МПа
  • Относительное удлинение при разрыве не менее 35%

Преимущества

  • Не имеет усадки, поэтому может укладываться практически любой толщиной
  • Хорошо заполняет дефекты поверхности
  • Химическая стойкость к воздействию воды, щелочей, масел, солей, бензина
  • Стойкость к механическим воздействиям, в том числе движению транспорта на обрезиненных и жестких пластиковых колесах (электропогрузчики, роклы и т.п.)

Применение

  • Для заделки отдельных дефектов бетонной поверхности (трещин, раковин, выбоин) при устройстве полиуретановых полов всех типов (окрасочных, кварцевых, наливных)
  • Для сплошного шпатлевания бетона, выглаживания поверхности или для выравнивания поверхности после фрезеровки при устройстве окрасочных полиуретановых полов
  • Для устройства примыканий, плинтусов, стыков и т.п.
  • Для устройства полов и покрытий из полимербетона

Упаковка

Комплект 24 кг. Компонент А – 20 кг железное ведро. Компонент Б – 4 кг пластиковая канистра

Агрегатное состояние:
не указано
Тип товара:
шпатлевка
Тип связующего:
полиуретановый
Состав:
двухкомпонентный
Цвет:
серый

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

Для перемешивания использовать миксер для красок, частота вращения – 500-1000 об/мин.

  • Перемешать компонент «А» до однородного состояния, 2-3 мин.
  • При перемешивании влить комп. «Б» и мешать 3-4 мин.
  • Если используется шпатлевка с песком, сразу после перемешивания компонентов А и Б добавляется песок и масса тщательно перемешивается.

После приготовления состав выливается и распределяется по поверхности пола. Время работы со Шпатлевкой, вылитой на поверхность – не более 20 мин. Шпатлевать поверхность можно только Шпатлевкой, а так же её смесью с песком. Используется чистый сухой песок без пыли (кварцевый, мраморный и т.п.). Наиболее удобная фракция – 0,1-0,4 мм. При большом размере дефектов поверхности используется более крупная фракция песка.

Соотношение по объему:

  • Для выглаживания поверхности - 0,5-1,0 части песка на 1 часть Шпатлевки.
  • Для заделки дефектов – 2-4 части песка на 1 часть Шпатлевки.

Самовывоз

от 1 дня

Доставка курьером

от 1 дня

Транспортной компанией

от 2 дней

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