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KYB112 KYB63 Stainless Steel KYB Gear Pump / Medium High Pressure Hydraulic Gear Pump

Guangzhou kehao Pump Manufacturing Co., Ltd.

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Address: B19 Kezhu Market No 28. Zhuji Road. Tianhe District, Guangzhou China

Contact name:Zhang

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Guangzhou kehao Pump Manufacturing Co., Ltd.

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KYB112 KYB63 Stainless Steel KYB Gear Pump / Medium High Pressure Hydraulic Gear Pump

Country/Region china
City & Province guangzhou guangdong
Categories Pumps
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Product Details

High quality Hydraulic Gear  Pump, Excavator part Hydraulic Pilot Pump   KYB112    KYB63

What parameter you need to send us :
If you need the gear pump , please send us the pump picture and machine model , so we can check it easily .
If you need the hydraulic pump parts , you can send us the size of the piston shoe , so we can check the parts according to the piston shoe size , but it will be better if you send me the nameplate of the pump and pump picture 

 

Product Description:

 

   appliion excavator , Loader ,Bulldozer , Dump truck , Grader, Crane etc .
   Part nameGear pump
  Materialiron aluminum stainless steel
MOQ1PC
Warranty6 months
Payment termT/T&Western Union &Paypal
Delivery TimeAbout 1-6 Days After Receiving The Deposit(Based On The Quantity)
PackingStandard shipping package
main markets America:USA, Columbia, Canada, Mexico, Brazil, Peru etc.

Europe: Russia, German, France, Italy, Spain, Ukrain, Poland, Austra etc.

Asia: Iran, Indonesia, India, Singapore, Malaysia, Korea, Philippines, Vietnam etc.

Africa: Ejypt, Kenya, Morocco, Mauritius, Ghana

Oceanica: Australia, New Zealand

 

     

1 . Our Brand .

Komatsu / Kawasaki / Gear Pump For Bulldozer / Full Hydraulic Motor Steering Gear / GearPump For Forklift / / Volvo / Jcb 3cx

 

2 . Our Parts .

 

Hydraulic Parts / Seal Kit / Hydraulic Pump And More.

 

 

How do you calculate volumetric efficiency of a gear pump?

 

Volumetric efficiency is determined by dividing the actual flow delivered by a pump at a given pressure by its theoretical flow. Theoretical flow is calculated by multiplying the pump's displacement per revolution by its driven speed.

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