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:

08:00 AM -12:00 AM 01:00 PM - 05:00 PM

Or use our FAQ

There you get answers to the most frequently asked questions.

Helping people help themselves
FAQs

HK CBD F211 L1Z LBA

Gear pump gr1 1.10 EU shaft 1:8 CCW
VFU
1.1 cm³
p1 max.
200 bar
p2 max.
220 bar
Download PDF
Register now to get access to our online shop

Register now and access our complete product range and many exclusive services.

Product details for

HK CBD F211 L1Z LBA

VFU
1.1 cm³
p1 max.
200 bar
p2 max.
220 bar
p3 max.
250 bar
Min. speed
600 r/min
A
74 mm
Direction of rotation
anti-clockwise rotating
Max. speed
6,000 r/min
All characteristics

Characteristics

Design
  • Gear pump group 1. 
Connection suction side
  • Female thread G 3/8″ 
Flange connection, pressure side
  • Ø 9.25 
Material
  • housing: aluminium 
  • front flange, end cover: aluminium. 
Connection pressure side
  • Ø 9 
Connection drive side
  • Hole pattern 40 x 40 - Ø 32. 
Shaft
  • conical shaft 1:8 
Customs tariff number
  • 84136031 
All characteristics

Product description

Notes
Tightening torque of the fastening nut on the shaft: 11.5 Nm
Ordering information
Other pump versions available on request

Product variants

5 Results
Show dimensional drawing
Identifier
VFU (cm³)
p1 max. (bar)
p2 max. (bar)
p3 max. (bar)
Price / items
VFU = conveying volume per revolution
p1 = continuous pressure
p2 = working pressure
p3 = maximum pressure

Column selection

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