Промышленный наливной пол Инадастро Левелайн FPu 2k/95
Инадастро Левелайн FPu 2k/95 – серый (возможна колеровка) двухкомпонентный полиуретановый компаунд, образующий после полимеризации твердоэластичную поверхность с высокой ударной вязкостью, высокой износостойкостью и химической стойкостью.
Преимущества
- Стойкий к механическим и физическим нагрузкам
- Отличные декоративные свойства
- Полностью герметизирует поверхность бетона
- Полностью обеспыливает бетонную поверхность
- Создание эластичного толстослойного износостойкого пола
Области применения
Для создания:
- Классическое наливное покрытие
- Промышленный наливной пол
- Покрытия с песком (в том числе безыскровые)
- Окрасочные покрытия
Для типов оснований:
- Минеральные капиллярно-пористые поверхности: бетон, пескобетон, кирпич, шифер и т.п.
- Деревянные поверхности: дерево, паркет, фанера, ДВП, ДСП и т.п.
- Металлические: сталь, сталь оцинкованная, чугун; алюминий и его сплавы, медь и ее сплавы
Упаковка
Комплект 24 кг. Компонент А – 20 кг железное ведро. Компонент Б – 4 кг пластиковая канистра
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
Наливное покрытие
Наливной полиуретановый пол (финишный лицевой слой) наносится зубчатым шпателем или ракелью в один слой с последующим прокатыванием игольчатым валиком для удаления вовлеченного воздуха и выравнивания цвета. Перед нанесением финишного слоя поверхность должна быть тщательно подготовлена: очищена, загрунтована, нанесен протекторный слой. Расход наливного пола для финишного слоя регулируется величиной зуба и наклоном зубчатого шпателя или величиной выпуска усов ракели. Блеск – полуглянцевый, глянцевый. Минимальный расход полиуретанового наливного пола для финишного слоя (чтобы было идеальное растекание) составляет 1,6-1,7кг/м². На 1мм толщины расход равен 1,35кг/м².
Промышленные наливные полы
Выполняются аналогично наливному покрытию, но в полимер сразу замешивается кварцевый песок (лучше - окатанный) фр.0,1-0,4. Поверхность промышленного наливного пола – гладкая, допускается видимая (визуальная) фактура поверхности.
Покрытия с песком
Кварцевые полы наносятся за два слоя по подготовленному основанию (очищенному и загрунтованному). Первый слой полиуретанового наливного пола с избытком равномерно засыпать сухим кварцевым песком требуемой фракции. Выдержать поверхность 18-24 часа, после чего полностью удалить избыточный песок и нанести лицевой слой наливного полиуретанового пола. Для противоскользящих свойств, лицевой слой рекомендуется наносить валиком, для получения фактурной поверхности – резиновым шпателем. Расход (например): для толщины 2,5 мм - 1,9-2,2 кг/м².
При выполнении работ по устройству полиуретановых покрытий присутствует запах растворителя.
Самовывоз
от 1 дня
Доставка курьером
от 1 дня
Транспортной компанией
от 2 дней