Описание

Насос Grundfos SQ 2-35 обеспечивает широкий диапазон производительности.

Насос SQ 2-35 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 2-35. 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 2-35 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:	96510198
Технич.
Частота вращения:	10700 об/м
Номинальный расход:	2 м³/ч
Номинальный напор:	35 м
Данные на табличке электродвигателя:	CE,UL,CUL
Допуск на рабочие хар-ки:	ISO 9906:1999 Annex A
Номер насоса:	96080384
Ступени:	2
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:	4.7 кг
Полный вес:	5.4 кг
Объем упаковки:	0.009 м3

Размеры:

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”>

Диаграмма

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”

Поставщик: ООО “ОЗДС”