Connection drive side
Hole pattern 106.4 - Ø 82.5.
VFU
19.3 cm³
p1 max.
300 bar
Selecteer a.u.b. een uitvoering
Register now to get access to our online shop
Register now and access our complete product range and many exclusive services.
Productdetails over
HK EIPH 2 019 RK03
Connection drive side
Hole pattern 106.4 - Ø 82.5.
VFU
19.3 cm³
p1 max.
300 bar
p3 max.
300 bar
Min. speed
400 r/min
Max. speed
2,500 r/min
A
99 mm
B
116 mm
C
126 mm
Ø H
25 mm
K
26.2 mm
L
52.4 mm
M
M 10
Gewicht
7.4 kg
Alle eigenschappen
Eigenschappen
Design
- Internal gear pump with axial and radial gap compensation
Shaft
- Cylindrical shaft Ø 20 x 36.
Connection suction side
- SAE flange J 518C / ISO 6162
Connection pressure side
- SAE flange J 518C / ISO 6162
Direction of rotation
- clockwise rotating
Media
- HL - HLP DIN 51524 Part 1/2
Media temperature
- -20 °C to +80 °C
Viscosity
- 10 up to 300 cSt
Sound level
- 53 - 63 db(A)
Material
- housing: cast iron
Seals
- Viton
Customs tariff number
- 84136031
Alle eigenschappen
Product description
Beschrijving
Pump flange SAE-A-2 or SAE-B-2, shaft cylindrical Ø 20 with PTO.
Productvarianten
13 Resultaten
Zoeken
Maattekening weergeven
Aanduiding
Hole pattern 106.4 - Ø 82.5.
4.2 cm³
330 bar
350 bar
Hole pattern 106.4 - Ø 82.5.
5.4 cm³
330 bar
350 bar
Hole pattern 106.4 - Ø 82.5.
6.4 cm³
330 bar
350 bar
Hole pattern 106.4 - Ø 82.5.
7.9 cm³
330 bar
350 bar
Hole pattern 106.4 - Ø 82.5.
10.9 cm³
330 bar
350 bar
hole pattern 146 - Ø 101.6
10.9 cm³
330 bar
350 bar
Hole pattern 106.4 - Ø 82.5.
13.3 cm³
330 bar
350 bar
hole pattern 146 - Ø 101.6
13.3 cm³
330 bar
350 bar
Hole pattern 106.4 - Ø 82.5.
15.8 cm³
330 bar
350 bar
hole pattern 146 - Ø 101.6
15.8 cm³
330 bar
350 bar
FV/U = conveying volume per revolution
p1 = continuous pressure
p3 = maximum pressure
Shows 10 of 13
Column selection
Connection drive side
VFU (cm³)
p1 max. (bar)
p3 max. (bar)
Min. speed (r/min)
Max. speed (r/min)
A (mm)
B (mm)
C (mm)
Ø H (mm)
K (mm)
L (mm)
M
Gewicht (kg)
FV/U = conveying volume per revolution
p1 = continuous pressure
p3 = maximum pressure