Sagar S Kulkarni
Dayananda Sagar College of Engineering (DSCE), Bengaluru
Sagar S Kulkarni has created this Calculator and 100+ more calculators!
Chilvera Bhanu Teja
Institute of Aeronautical Engineering (IARE), Hyderabad
Chilvera Bhanu Teja has verified this Calculator and 100+ more calculators!

11 Other formulas that you can solve using the same Inputs

Angle of swash plate inclination given volumetric displacement
Swash plate inclination=atan(Theoretical volumetric displacement/(Number of pistons*Area of piston*Pitch circle diameter of the bore)) GO
Tan of angle of swash plate inclination given volumetric displacement
Tan of angle of inclination =Theoretical volumetric displacement/(Number of pistons*Area of piston*Pitch circle diameter of the bore) GO
Theoretical volumetric displacement given bore diameter and swash plate inclination
Theoretical volumetric displacement=Number of pistons*Area of piston*Pitch circle diameter of the bore*tan(Swash plate inclination) GO
Velocity of piston or body for movement of piston in dash-pot
Velocity=(4*Weight of body on which frictional force is applied*(Clearance^3))/(3*pi*Length*(Piston diameter^3)*viscosity of fluid) GO
Viscosity of fluid or oil for movement of piston in dash-pot
viscosity of fluid=(4*Weight of body on which frictional force is applied*(Clearance^3))/(3*pi*Length*(Piston diameter^3)*Velocity) GO
Stroke length of piston pump given volumetric displacement
Stroke length of a piston pump=Theoretical volumetric displacement/(Number of pistons*Area of piston) GO
Area of piston pump given volumetric displacement
Area of piston=Theoretical volumetric displacement/(Number of pistons*Stroke length of a piston pump) GO
Theoretical volumetric displacement given area of piston and stroke length
Theoretical volumetric displacement=Number of pistons*Area of piston*Stroke length of a piston pump GO
Tan of angle of inclination of swash plate
Tan of angle of inclination =(Stroke length of a piston pump/Pitch circle diameter of the bore) GO
Swash plate inclination with the axis of cylinder
Swash plate inclination=atan(Stroke length of a piston pump/Pitch circle diameter of the bore) GO
Stroke length of an axial piston pump
Stroke length of a piston pump=Pitch circle diameter of the bore*tan(Swash plate inclination) GO

Piston pump constant K Formula

Piston pump constant=(Number of pistons*(pi*Piston diameter^2)*Pitch circle diameter of the bore)/4
K=(n*(pi*d<sub>p</sub>^2)*d<sub>b</sub>)/4
More formulas
Stroke length of an axial piston pump GO
Theoretical volumetric displacement given area of piston and stroke length GO
Theoretical volumetric displacement given bore diameter and swash plate inclination GO
Theoretical discharge GO
Volumetric efficiency GO
Theoretical torque developed GO
Actual torque developed GO
Mechanical efficiency GO
Mechanical efficiency in terms of theoretical and actual torque GO
Overall efficiency of piston pump GO
Theoretical power of piston pump GO
Swash plate inclination with the axis of cylinder GO
Tan of angle of inclination of swash plate GO
Stroke length of piston pump given volumetric displacement GO
Area of piston pump given volumetric displacement GO
Tan of angle of swash plate inclination given volumetric displacement GO
Angle of swash plate inclination given volumetric displacement GO
Overall efficiency given actual and theoretical discharge GO

What are the two major types of piston pumps?

The two major types of piston pumps are: 1. Axial piston pumps and 2. Radial piston pumps. This classification is based on their orientation.

How to Calculate Piston pump constant K?

Piston pump constant K calculator uses Piston pump constant=(Number of pistons*(pi*Piston diameter^2)*Pitch circle diameter of the bore)/4 to calculate the Piston pump constant, The Piston pump constant K formula is defined as the product of number of pistons, area of piston and bore diameter. Piston pump constant and is denoted by K symbol.

How to calculate Piston pump constant K using this online calculator? To use this online calculator for Piston pump constant K, enter Number of pistons (n), Piston diameter (dp) and Pitch circle diameter of the bore (db) and hit the calculate button. Here is how the Piston pump constant K calculation can be explained with given input values -> 0.098175 = (5*(pi*0.5^2)*0.1)/4.

FAQ

What is Piston pump constant K?
The Piston pump constant K formula is defined as the product of number of pistons, area of piston and bore diameter and is represented as K=(n*(pi*dp^2)*db)/4 or Piston pump constant=(Number of pistons*(pi*Piston diameter^2)*Pitch circle diameter of the bore)/4. Number of pistons is the total number of pistons present in a piston pump, Piston diameter is the value of diameter of a piston of a pump and Pitch circle diameter of the bore is the diameter of the bore of a piston pump.
How to calculate Piston pump constant K?
The Piston pump constant K formula is defined as the product of number of pistons, area of piston and bore diameter is calculated using Piston pump constant=(Number of pistons*(pi*Piston diameter^2)*Pitch circle diameter of the bore)/4. To calculate Piston pump constant K, you need Number of pistons (n), Piston diameter (dp) and Pitch circle diameter of the bore (db). With our tool, you need to enter the respective value for Number of pistons, Piston diameter and Pitch circle diameter of the bore and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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