Описание

Насос Grundfos SQ 1-50 обеспечивает широкий диапазон производительности.

Насос SQ 1-50 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 1-50. 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 1-50 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:	96510179
Технич.
Частота вращения:	10700 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	53 м
Данные на табличке электродвигателя:	CE,UL,CUL
Допуск на рабочие хар-ки:	ISO 9906:1999 Annex A
Номер насоса:	96080382
Ступени:	3
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:	1.02 кВт
Номинальная мощность – P2:	0.7 кВт
Промышленная частота:	50 Hz
Номинальное напряжение:	1 x 200-240 V
Способ запуска:	прямой пуск
Номинальный ток:	5.2 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:	96160850
Устр-ва управл-ия
CU 300/CU 301:	Соединение не возможно
Другое
Нетто вес:	4.8 кг
Полный вес:	5.5 кг
Объем упаковки:	0.009 м3

Размеры:

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×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”>

Диаграмма

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”

Поставщик: ООО “ОЗДС”