What are you looking for?

Enter search term

We are sorry!

Unfortunately no results were found.

Login

Are you a new customer?

Register and get many benefits:

Checking the product availability
Fast reordering & order history
Personal product recommendation
Payment by invoice

Help & Contact

Your direct line to us

If you have any questions about the online store or our products, you can call our customer service at:

Monday - Thursday: 8:00AM - 5:00PM
Friday: 8:00AM - 4:00PM
Except saturdays, sundays and holidays

Or use our FAQ

There you get answers to the most frequently asked questions.

Helping people help themselves
FAQs

HK QV

Flow control valve for plate mounting Cetop
Design
HK QV 06 - directly controlled 
Connection
ISO / Cetop 03-2 size 6 
Max. working pressure
max. 250 bar 
Download PDF

Please choose a variant

Show table of articles

Characteristics

Design
  • HK QV 06 - directly controlled 
Connection
  • ISO / Cetop 03-2 size 6 
Max. working pressure
  • max. 250 bar 
Mounting
  • 4 pcs. hexagon socket screw M 5 x 70 12.9 
  • screw set HK M5 70 for 1 basic valve. In vertical stacking applications with intermediate plates, the use of the appropriate longer screws are required. 
Customs tariff number
  • 84812010 
All characteristics

Product description

Description
Flow rate is kept constant by means of pressure balance.
An integrated bypass check valve in the 2-way version permits flow in the opposite direction.
Setting of the flow rate by means of an adjustment knob.

Product variants

5 Results
Show dimensional drawing
Identifier
Control range max. (l/min)
Control range min. (l/min)
Max. return flow B → A (l/min)
Design
Details / items
1.5 l/min
0.1 l/min
24 l/min
2-way 
Learn more
6 l/min
0.1 l/min
24 l/min
2-way 
Learn more
11 l/min
0.1 l/min
24 l/min
2-way 
Learn more
16 l/min
0.1 l/min
24 l/min
2-way 
Learn more
24 l/min
0.1 l/min
24 l/min
2-way 
Learn more
Δp = min. pressure differential for control function

Column selection

Control range max. (l/min)
Control range min. (l/min)
Max. return flow B → A (l/min)
Design
Pressure difference Δp (bar)
Δp = min. pressure differential for control function