Насос для ручья Aquarius Universal 5000
54283 руб.
От 5000 руб. бесплатная доставка по Москве!
От 15 000 руб. бесплатная доставка по Подмосковью и в Санкт-Петербург! см. условия
Доставка по всей России с наложенным платежом компанией СДЭК и Почтой России!
От 15 000 руб. бесплатная доставка по Подмосковью и в Санкт-Петербург! см. условия
Доставка по всей России с наложенным платежом компанией СДЭК и Почтой России!
Особенности товара
- Максимальный расход воды, л/ч 5000
- Мощность, Вт 85
- Напор, м 4,5
- Тип установки Возможен погружной или сухой
Описание товара
Насос фонтанный Aquarius Universal 5000
Сегодня часто оказывается необходимым обеспечить водопады,камни-источник, интерьерные и садовые скульптурные композиции производительным насосом, который был бы максимально компактный и бесшумный. Для этих целей предусмотрен насос Aquarius Universal 5000.
К особенностям фонтанного насоса Aquarius Universal 5000 следует отнести:
- создание шумового эффекта безмятежно плещущейся воды и абсолютно бесшумная работа;
- возможность установки в полностью погруженном состоянии, либо за пределами водоема на суше;
- устойчивость в низкой температуре, благодаря специальной системе обеспечивающей высокую морозоустойчивость;
- фильтрационная сетка насоса изготовлена из высококачественной нержавеющей стали;
- пониженное потребление электро энергии;
- облегченное регулирование производительности;
- возможность установки в ограниченном пространстве:
- электронная регулировка, которую обеспечивает дополнительное устройство InScenio.
Надежность, стабильность и высокое качество исполнения создают условия для особой популярности насоса Aquarius Universal 5000 среди дачников, имеющих небольшие фонтанные композиции.
ГИДРАВЛИЧЕСКИЕ ХАРАКТЕРИСТИКИ
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)
Сегодня часто оказывается необходимым обеспечить водопады,камни-источник, интерьерные и садовые скульптурные композиции производительным насосом, который был бы максимально компактный и бесшумный. Для этих целей предусмотрен насос Aquarius Universal 5000.
К особенностям фонтанного насоса Aquarius Universal 5000 следует отнести:
- создание шумового эффекта безмятежно плещущейся воды и абсолютно бесшумная работа;
- возможность установки в полностью погруженном состоянии, либо за пределами водоема на суше;
- устойчивость в низкой температуре, благодаря специальной системе обеспечивающей высокую морозоустойчивость;
- фильтрационная сетка насоса изготовлена из высококачественной нержавеющей стали;
- пониженное потребление электро энергии;
- облегченное регулирование производительности;
- возможность установки в ограниченном пространстве:
- электронная регулировка, которую обеспечивает дополнительное устройство InScenio.
Надежность, стабильность и высокое качество исполнения создают условия для особой популярности насоса Aquarius Universal 5000 среди дачников, имеющих небольшие фонтанные композиции.
Насос | Aquarius Universal 5000 |
Размеры (Д x Ш x В) мм | 315 x 140 x 130 |
max расход воды [л/мин] | 83 |
max расход воды [л/час] | 5000 |
max напор [м] | 4,50 |
потребляемая мощность [Вт] | 85 |
напорный патрубок | 1" |
всасывающий патрубок | 1 ½" |
Соединение со шлангом | 1", 1 ¼", 1 ½" |
Тип установки | Возможна погружная или сухая |
После оформления заказа, Вы получите электронное письмо с подтверждением. Как только заказ будет отправлен, Вам по электронной почте поступит информация для отслеживания доставки заказа.
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Более подробную информацию по доставке и способам оплаты вы можете посмотреть в разделе - ДОСТАВКА И ОПЛАТА
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