Theoretical discharge of a vane pump given volumetric displacement Calculator

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Physics	Fluid Mechanics ↺
Fluid-Mechanics	Hydraulic Pumps ↺
Hydraulic-Pumps	Vane pumps ↺

✖Theoretical volumetric displacement is the amount of liquid displaced per revolutionⓘ Theoretical volumetric displacement [V_D]			+10% -10%
✖Angular speed of the driving member in rpmⓘ Angular speed of the driving member in rpm [N₁]			+10% -10%

✖Theoretical discharge of a pump is the volume of liquid pumped out in unit time.ⓘ Theoretical discharge of a vane pump given volumetric displacement [Q_th]

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Theoretical discharge of a vane pump given volumetric displacement

Sagar S Kulkarni

Dayananda Sagar College of Engineering (DSCE), Bengaluru

Sagar S Kulkarni has created this Calculator and 100+ more calculators!

Vaibhav Malani

National Institute of Technology (NIT), Tiruchirapalli

Vaibhav Malani has verified this Calculator and 100+ more calculators!

< 11 Other formulas that you can solve using the same Inputs

Output torque or resisting or load torque on the driven member

Output torque or load torque on the driven member=-(Input torque on the driving member)*(Angular speed of the driving member in rpm/Angular speed of the driven member in rpm) GO

Holding or braking or fixing torque on the fixed member

Braking or fixing torque on the fixed member=Input torque on the driving member*((Angular speed of the driving member in rpm/Angular speed of the driven member in rpm)-1) GO

Theoretical discharge given outer and inner gear diameter

Theoretical discharge of a pump=(pi/4)*(Outer diameter of the gear teeth^2-Inner diameter of gear teeth^2)*(Angular speed of the driving member in rpm/60) GO

Theoretical discharge of a vane pump given diameter of camring and rotor

Theoretical discharge of a pump=(pi/2)*Eccentricity *Width of rotor*(Diameter of cam ring+Diameter of rotor)*Angular speed of the driving member in rpm GO

Width of the rotor given volumetric displacement

Width of rotor=(Theoretical volumetric displacement*4)/(pi*(Outer diameter of the gear teeth^2-Inner diameter of gear teeth^2)) GO

Theoretical discharge of an external gear pump given volumetric displacement

Theoretical discharge of a pump=Theoretical volumetric displacement*(Angular speed of the driving member in rpm/60) GO

Angular speed given theoretical discharge and volumetric displacement

Angular speed of the driving member in rpm=Theoretical discharge of a pump/Theoretical volumetric displacement GO

Theoretical discharge

Theoretical discharge of a pump=Theoretical volumetric displacement*Angular speed of the driving member in rpm GO

Theoretical power of piston pump

Theoretical power delivered=(2*pi*Angular speed of the driving member in rpm*Theoretical torque)/60 GO

Actual torque developed

Actual torque=(Input Power*60)/(2*pi*Angular speed of the driving member in rpm) GO

Theoretical torque developed

Theoretical torque=(Pressure*Theoretical volumetric displacement*60)/(2*pi) GO

< 6 Other formulas that calculate the same Output

Theoretical discharge given outer and inner gear diameter

Theoretical discharge of a pump=(pi/4)*(Outer diameter of the gear teeth^2-Inner diameter of gear teeth^2)*(Angular speed of the driving member in rpm/60) GO

Theoretical discharge of a vane pump given diameter of camring and rotor

Theoretical discharge of a pump=(pi/2)*Eccentricity *Width of rotor*(Diameter of cam ring+Diameter of rotor)*Angular speed of the driving member in rpm GO

Theoretical discharge of an external gear pump given volumetric displacement

Theoretical discharge of a pump=Theoretical volumetric displacement*(Angular speed of the driving member in rpm/60) GO

Theoretical discharge

Theoretical discharge of a pump=Theoretical volumetric displacement*Angular speed of the driving member in rpm GO

Theoretical discharge given volumetric efficiency(%) and actual discharge

Theoretical discharge of a pump=(Actual discharge of a pump/Volumetric efficiency of a pump)*100 GO

Theoretical discharge given pump slippage

Theoretical discharge of a pump=Pump slippage+Actual discharge of a pump GO

Theoretical discharge of a vane pump given volumetric displacement Formula

Theoretical discharge of a pump=Theoretical volumetric displacement*Angular speed of the driving member in rpm
Qth=VD*N1

More formulas

Volumetric displacement of vane pumps GO

Eccentricity of a vane pump GO

Vane pump constant GO

Theoretical discharge of a vane pump given diameter of camring and rotor GO

Width of the rotor of a vane pump given volumetric displacement GO

Width of vane pump given theoretical discharge GO

Angular speed of vane pump given theoretical discharge GO

What is theoretical discharge?

Theoretical discharge, also called as flow capacity of a pump is the volume of liquid discharged per unit time.

How to Calculate Theoretical discharge of a vane pump given volumetric displacement?

Theoretical discharge of a vane pump given volumetric displacement calculator uses Theoretical discharge of a pump=Theoretical volumetric displacement*Angular speed of the driving member in rpm to calculate the Theoretical discharge of a pump, The Theoretical discharge of a vane pump given volumetric displacement formula is defined as the product of theoretical volumetric displacement and angular speed(RPM). Theoretical discharge of a pump and is denoted by Q_th symbol.

How to calculate Theoretical discharge of a vane pump given volumetric displacement using this online calculator? To use this online calculator for Theoretical discharge of a vane pump given volumetric displacement, enter Theoretical volumetric displacement (V_D) and Angular speed of the driving member in rpm (N₁) and hit the calculate button. Here is how the Theoretical discharge of a vane pump given volumetric displacement calculation can be explained with given input values -> 60 = 1*1.

FAQ

What is Theoretical discharge of a vane pump given volumetric displacement?

The Theoretical discharge of a vane pump given volumetric displacement formula is defined as the product of theoretical volumetric displacement and angular speed(RPM) and is represented as Q_th=V_D*N₁ or Theoretical discharge of a pump=Theoretical volumetric displacement*Angular speed of the driving member in rpm. Theoretical volumetric displacement is the amount of liquid displaced per revolution and Angular speed of the driving member in rpm.

How to calculate Theoretical discharge of a vane pump given volumetric displacement?

The Theoretical discharge of a vane pump given volumetric displacement formula is defined as the product of theoretical volumetric displacement and angular speed(RPM) is calculated using Theoretical discharge of a pump=Theoretical volumetric displacement*Angular speed of the driving member in rpm. To calculate Theoretical discharge of a vane pump given volumetric displacement, you need Theoretical volumetric displacement (V_D) and Angular speed of the driving member in rpm (N₁). With our tool, you need to enter the respective value for Theoretical volumetric displacement and Angular speed of the driving member in rpm and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

How many ways are there to calculate Theoretical discharge of a pump?

In this formula, Theoretical discharge of a pump uses Theoretical volumetric displacement and Angular speed of the driving member in rpm. We can use 6 other way(s) to calculate the same, which is/are as follows -

Theoretical discharge of a pump=Theoretical volumetric displacement*(Angular speed of the driving member in rpm/60)
Theoretical discharge of a pump=Theoretical volumetric displacement*Angular speed of the driving member in rpm
Theoretical discharge of a pump=(Actual discharge of a pump/Volumetric efficiency of a pump)*100
Theoretical discharge of a pump=Pump slippage+Actual discharge of a pump
Theoretical discharge of a pump=(pi/4)*(Outer diameter of the gear teeth^2-Inner diameter of gear teeth^2)*(Angular speed of the driving member in rpm/60)
Theoretical discharge of a pump=(pi/2)*Eccentricity *Width of rotor*(Diameter of cam ring+Diameter of rotor)*Angular speed of the driving member in rpm

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