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HK 9RD 02 02

Zahnradmengenteiler 0,25 BG0 2-fach
HK9RD0202

The product image may differ

HK9RD0202 HK9RD0202
HK9RD0202 HK9RD0202 HK9RD0202
p1 max.
210 bar
Flow per element min.
0.3 l/min
Flow per element rec'd
0.7 l/min
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HK 9RD 02 01 HK 9RD 02 02 HK 9RD 02 04 HK 9RD 02 05 HK 9RD 02 06
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Product details for

HK 9RD 02 02

p1 max.
210 bar
Flow per element min.
0.3 l/min
Flow per element rec'd
0.7 l/min
Flow per element max.
1.8 l/min
Input volume per section
0.25 cm³
A
29.9 mm
B
188.8 mm
C
46 mm
D
32.5 mm
F
88.3 mm
H
50 mm
Li
174.8 mm
E
54.25 mm
All characteristics

Characteristics

Design
  • without central phase compensation valves 
  • internal leak oil discharge 
Pressure difference
  • max. 30 bar (between the sections) 
Construction type
  • 2 sections 
Size
  • group 0 
Customs tariff number
  • 84122981 
All characteristics

Product description

Notes
Before commissioning the system, the first running-in of the gear flow divider should be under no load.
Description
This flow divider is used to supply two independent hydraulic circuits with just one pump.
Division error approx. 3 %.
Configuration of gear flow dividers: qi = Q/z * 1000/n.
Qi = displacement/section [cm³].
Q = total input volume flow [l/min].
Z = number of sections.
N = rotating speed [rpm].
Further information
Recommended speed: 1800 - 2000 rpm

Product variants

5 Results
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Show dimensional drawing
Identifier
p1 max. (bar)
Flow per element min. (l/min)
Flow per element rec'd (l/min)
Flow per element max. (l/min)
Price / items
HK 9RD 02 01
210 bar
0.2 l/min
0.4 l/min
1.2 l/min
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HK 9RD 02 02
210 bar
0.3 l/min
0.7 l/min
1.8 l/min
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HK 9RD 02 04
210 bar
0.6 l/min
1.2 l/min
3 l/min
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HK 9RD 02 05
210 bar
0.8 l/min
1.5 l/min
3.8 l/min
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HK 9RD 02 06
210 bar
1 l/min
2 l/min
4.8 l/min
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p1 = max. working pressure
p2 = max. peak pressure

Column selection

p1 max. (bar)
Flow per element min. (l/min)
Flow per element rec'd (l/min)
Flow per element max. (l/min)
Input volume per section (cm³)
A (mm)
B (mm)
C (mm)
D (mm)
F (mm)
H (mm)
Li (mm)
E (mm)
p1 = max. working pressure
p2 = max. peak pressure