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Christmas / New Year shipping times
Our central warehouses will be closed from 23.12.2024 to 01.01.2025. Incoming orders will not be shipped during this period. If necessary, you are welcome to use our branch network during this time. Customer service will be available as usual.

Please note that our branches may have different opening hours during the holidays. For up-to-date information, we recommend calling ahead or checking the current opening times on Google Maps. Due to technical reasons, we are currently unable to update the opening hours on our website. Link to branch search on Google Maps

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Najčešća pitanja

HK 2P ISRA

Gear pump, group 2 ISRA

Svojstva

Design
  • Gear pump group 2. 
Material
  • housing: aluminium 
  • front flange, end cover: aluminium. 
Connection suction side
  • Ø 40 / M6, German standard. 
Connection pressure side
  • Ø 35 / M6, German standard. 
Connection drive side
  • Hole pattern 106.4 - Ø 82.5. 
Shaft
  • Splined shaft SAE J 498. 
Customs tariff number
  • 84136031 
Sva svojstva

Opis proizvoda

Napomena za porudžbinu
Other pump versions available on request

Product variants

16 Results
Prikaz crteža s dimenzijama
Opis
VFU (cm³)
p1 max. (bar)
p2 max. (bar)
p3 max. (bar)
Detalji / items
4.2 cm³
260 bar
280 bar
300 bar
Saznajte više
4.2 cm³
260 bar
280 bar
300 bar
Saznajte više
6 cm³
260 bar
280 bar
300 bar
Saznajte više
6 cm³
260 bar
280 bar
300 bar
Saznajte više
8.4 cm³
260 bar
280 bar
300 bar
Saznajte više
8.4 cm³
260 bar
280 bar
300 bar
Saznajte više
10.8 cm³
260 bar
280 bar
300 bar
Saznajte više
10.8 cm³
260 bar
280 bar
300 bar
Saznajte više
14.4 cm³
250 bar
270 bar
290 bar
Saznajte više
14.4 cm³
250 bar
270 bar
290 bar
Saznajte više
VFU = conveying volume per revolution
p1 = continuous pressure
p2 = working pressure
p3 = maximum pressure

Shows 10 of 16

Column selection

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