Описание

Насос Grundfos SQ 1-140 обеспечивает широкий диапазон производительности.

Насос SQ 1-140 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 1-140. 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 1-140 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:	96510195
Технич.
Частота вращения:	10700 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	143 м
Данные на табличке электродвигателя:	CE,UL,CUL
Допуск на рабочие хар-ки:	ISO 9906:1999 Annex A
Номер насоса:	96080403
Ступени:	9
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:	6.5 кг
Полный вес:	7.2 кг
Объем упаковки:	0.011 м3

Размеры:

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”>

Диаграмма

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”

Поставщик: ООО “ОЗДС”