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HK 9RS 04 D 21

Gear flow divider 2.6 4 sec. 1 valve

Gear flow divider 2.6 4 sec. 1 valve

p1 max.
220 bar
p2 max.
270 bar
Flow per element min.
3 l/min
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Detalles del producto a

HK 9RS 04 D 21

p1 max.
220 bar
p2 max.
270 bar
Flow per element min.
3 l/min
Flow per element rec'd
6 l/min
Flow per element max.
16 l/min
Input volume per section
2.6 cm³
A
48 mm
Li
398 mm
Todas las características

Características

Design
  • with central phase compensation valve 
  • external leak oil discharge 
  • adjustment range DBV: 70 - 210 bar 
Pressure difference
  • max. 30 bar (between the sections) 
Construction type
  • 4 sections 
Size
  • group 1 

Product description

Notas
Before commissioning the system, the first running-in of the gear flow divider should be under no load.
Diagrams and circuit diagrams essentially valid as schematic diagrams also for 4-way flow dividers.
Modification to an internal leakoil drain is possible; however, our technical department should always be consulted in individual cases.
To modify the unit, the internal G 1/8" plug in port “T” must be removed and port “T” must then be closed with a G 1/2″ blind plug.
Descripción
This flow divider is used to supply four independent hydraulic circuits with just one pump.
Division error approx. 3 %.
Equal pressure setting for all sections.
Valves adjustable from 70 - 210 bar, other setting ranges on request.
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].
Información adicional
Recommended speed: 1800 - 2000 rpm

Variantes de producto

5 Resultados
Mostrar dibujo acotado
Denominación
p1 max. (bar)
p2 max. (bar)
Flow per element min. (l/min)
Flow per element rec'd (l/min)
p1 = max. working pressure
p2 = max. peak pressure

Column selection

p1 max. (bar)
p2 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)
Li (mm)
p1 = max. working pressure
p2 = max. peak pressure