Описание

Насос Grundfos SQ 1-65 обеспечивает широкий диапазон производительности.

Насос SQ 1-65 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 1-65. 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 1-65 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:	96510190
Технич.
Частота вращения:	10700 об/м
Номинальный расход:	1 м³/ч
Номинальный напор:	72 м
Данные на табличке электродвигателя:	CE,UL,CUL
Допуск на рабочие хар-ки:	ISO 9906:1999 Annex A
Номер насоса:	96080383
Ступени:	4
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:	4.9 кг
Полный вес:	5.6 кг
Объем упаковки:	0.009 м3

Размеры:

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”>

Диаграмма

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 мм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”

Поставщик: ООО “ОЗДС”