Описание

Насос Grundfos SQ 1-125 обеспечивает широкий диапазон производительности.

Насос SQ 1-125 по своему преимуществу отличается компактностью. Центробежные насосы с легкостью могут устанавливаться в скважину, диаметр которой не больше диаметра насоса. Встроенные электронные компоненты значительно облегчают монтаж и эксплуатацию насоса SQ 1-125. Он гарантируют надёжное водоснабжение при любых условиях.

Данный насос легко устанавливается! Он оснащён двигателями с постоянными магнитами, обеспечивает высокую эффективность и подачу напора до 200 м.

Назначение

Насос SQ 1-125 может использоваться как для непрерывной работы, так и для работы с перерывами, что соответствует большому количеству видов назначения:

• Подача грунтовых вод – частные дома, небольшие системы водоснабжения, небольшие системы орошения
• Перекачивание жидкости в резервуары
• Повышение давления
• Экологические решения – восстановительное откачивание или взятие проб
• Гаражи и заправочные станции

Особенности и преимущества

• Защита от сухого хода
• Высокоэффективный двигатель с постоянными магнитами
• Износоустойчивость плавающих рабочих колёс
• Защита от всплытия рабочих колес
• Высокая скорость потока
• Плавный пуск снижает износ двигателя
• Защита от повышенного и пониженного напряжения
• Защита от перегрузки
• Защита от перегрева

№ продукта:	96510194
Технич.
Частота вращения:	10700 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	135 м
Данные на табличке электродвигателя:	CE,UL,CUL
Допуск на рабочие хар-ки:	ISO 9906:1999 Annex A
Номер насоса:	96080402
Ступени:	8
Модель:	B
Клапан:	насос со встроен. обратн. клапаном
Материалы
Насос:	Polyamide / Нерж. сталь
Насос:	DIN W.-Nr. 1.4301
Насос:	AISI 304
Рабочее колесо:	Полиамид
Электродвигатель:	Нержавеющая сталь
Электродвигатель:	DIN W.-Nr. 1.4301
Электродвигатель:	AISI 304
Монтаж
Выход насоса:	Rp 1 1/4
Минимальный диаметр скважины:	76 мм
Жидкость
Максимальная температура жидкости:	35 °C
Макс. t жидкости при 0,15 м/сек:	35 °C
Данные электрообор-я
Тип электродвигателя:	MS3
Подводимая мощность – P1:	2.32 кВт
Номинальная мощность – P2:	1.68 кВт
Промышленная частота:	50 Hz
Номинальное напряжение:	1 x 200-240 V
Способ запуска:	прямой пуск
Номинальный ток:	11.2 A
Коэффициент мощности:	1
Номинальная скорость:	10700 об/м
Класс защиты (IEC 34-5):	IP68
Класс изоляции (IEC 85):	F
Защита электродвигателя:	Y
Тепловая защита:	внутрен.
Длина кабеля:	1.5 м
Номер электродвигателя:	96160852
Устр-ва управл-ия
CU 300/CU 301:	Соединение не возможно
Другое
Нетто вес:	6.4 кг
Полный вес:	7.1 кг
Объем упаковки:	0.011 м3

Размеры:

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”>

Диаграмма

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 мм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”

Поставщик: ООО “ОЗДС”