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HK 0P 01 02 ABBA

Gear pump Sz0 0.16 EU cyl. shaft CW
VFU
0,16 cm³
Направление вращения
правовращающий 
p1макс.
220 bar
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Product details for

HK 0P 01 02 ABBA

VFU
0,16 cm³
Направление вращения
правовращающий
p1макс.
220 bar
p2макс.
240 bar
p3макс.
260 bar
Частота вращения min.
700 r/min
Частота вращения макс.
9 000 r/min
A
56 mm
B
26,2 mm
All characteristics

Characteristics

Исполнение
  • Gear pump group 0. 
Соединение со стороны привода
  • Hole pattern 66 - Ø 22. 
Вал
  • Cylindrical shaft Ø 7. 
Connection suction side
  • Внутренняя резьба BSP, цилиндрическая 
Резьба на стороне всасывания
  • G 1/4″ -19 
Connection pressure side
  • Внутренняя резьба BSP, цилиндрическая 
Резьба на напорной стороне
  • G 1/4″ -19 
Вязкость
  • 20 bis 100 cSt 
Материал
  • Корпус: алюминий 
  • Передний фланец, торцевая крышка: алюминий 
Рабочие среды
  • HL - HLP DIN 51524 Part 1/2 
Customs tariff number
  • 84136031 
All characteristics

Product description

Notes
Tightening torque of the fastening nut on the shaft: 11.5 Nm
Ordering information
Other pump versions available on request

Product variants

12 Results
Show dimensional drawing
Identifier
VFU (cm³)
Direction of rotation
p1 max. (bar)
p2 max. (bar)
Price / items
0.16 cm³
anti-clockwise rotating 
220 bar
240 bar
0.16 cm³
clockwise rotating 
220 bar
240 bar
0.24 cm³
anti-clockwise rotating 
220 bar
240 bar
0.24 cm³
clockwise rotating 
220 bar
240 bar
0.45 cm³
anti-clockwise rotating 
220 bar
240 bar
0.45 cm³
clockwise rotating 
220 bar
240 bar
0.56 cm³
anti-clockwise rotating 
220 bar
240 bar
0.56 cm³
clockwise rotating 
220 bar
240 bar
0.75 cm³
anti-clockwise rotating 
220 bar
240 bar
0.75 cm³
clockwise rotating 
220 bar
240 bar
VFU = conveying volume per revolution
p1 = continuous pressure
p2 = working pressure
p3 = maximum pressure

Shows 10 of 12

Column selection

VFU (cm³)
Direction of rotation
p1 max. (bar)
p2 max. (bar)
p3 max. (bar)
Min. speed (r/min)
Max. speed (r/min)
A (mm)
B (mm)
VFU = conveying volume per revolution
p1 = continuous pressure
p2 = working pressure
p3 = maximum pressure