Geroler Motor Displacement Calc | Hobby Project

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Discussion Overview

The discussion revolves around the design and calculation of a custom Geroler motor for a hobby project, specifically focusing on how to calculate the motor's displacement and the torque it can produce at a given pressure. The conversation includes technical aspects of fluid dynamics, mechanical design, and the implications of using different types of fluids.

Discussion Character

  • Technical explanation
  • Debate/contested
  • Exploratory

Main Points Raised

  • Some participants suggest that to calculate torque, one must consider the areas opposing input and output pressures, as well as the radius to those areas.
  • It is proposed that the areas of the gear teeth multiplied by the axial length of the gear are relevant for a Geroler motor.
  • There is a question regarding the impact of using a compressible fluid like air instead of a liquid, with some noting that clearances for leakage may be a concern.
  • Participants discuss the calculation of face area and tooth force, leading to a formula for torque based on differential fluid pressure.
  • One participant expresses concern about the complexity of building a Geroler motor, suggesting alternatives like a traditional two-gear motor or a Gerotor with a rotating spool.
  • There is a discussion about the definition of a Geroler versus a Gerotor, with some participants noting that "Geroler" is a trademark and may not have a strict technical definition.
  • The implications of the rotor's center being fixed or orbiting the shaft are raised, affecting the design of the valves used to direct fluid.
  • One participant describes the relationship between rotor lobes and fluid volume, indicating how displacement can be calculated based on these volumes.

Areas of Agreement / Disagreement

Participants express differing views on the definitions and design considerations of Geroler and Gerotor motors, with no consensus reached on the best approach for the motor design or the implications of using different fluids.

Contextual Notes

Some calculations and assumptions regarding fluid dynamics and mechanical design remain unresolved, particularly concerning the effects of using compressible fluids and the specific definitions of motor types.

Stormer
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Hi. I want to design a custom Geroler motor for a hobby project of mine, but I want to calculate the torque it can produce at a given pressure and for that i need to calculate the motors displacement, but how do i do that?
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Stormer said:
Hi. I want to design a custom Geroler motor for a hobby project of mine, but I want to calculate the torque it can produce at a given pressure and for that i need to calculate the motors displacement, but how do i do that?
To find the torque, you must look at the areas that oppose the input and output pressures. You must also look at the radius to those areas. For a geroler, those areas are the sides of the gear teeth multiplied by the axial length of the gear. The radius of the geroler crank is important in computing torque.

Stormer said:
Also does it matter in any way that i will feed it a compressible fluid (gas) like air i stead of a liquid like oil or water that it usually uses other than the clearances for leakage?
If the inlet pressure and the outlet pressure are fixed, then the torque will be due to the differential areas. But pressures are determined by external connections.
 
Baluncore said:
To find the torque, you must look at the areas that oppose the input and output pressures. You must also look at the radius to those areas. For a geroler, those areas are the sides of the gear teeth multiplied by the axial length of the gear. The radius of the geroler crank is important in computing torque.
Well the CAD program does not output the area. So how can i calculate it?
 
Stormer said:
Well the CAD program does not output the area. So how can i calculate it?
When the tip of the tooth touches the fixed roller, the exposed faces of the tooth oppose the differential pressure.
The pressure on the centre of the tooth face is on the other side of the rotor from fixed rollers. The centre of the rotor is on the crank pin and applies twice the tooth force to the crank.
The depth of a tooth multiplied by it's length, is the face area = A;
The differential fluid pressure is = dP;
The tooth force is; F = A * dP;
The crank force is 2 * F;
The crank radius is R;
The torque is T = R * 2 * dP * A;
 
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I can't think of a more difficult motor to make. You will need a set of valves machined into the shaft to direct the fluid. You will need a diagonal shaft with modified splines at both ends, or a crank.

If one gear rotates against another rotating gear it is a gear motor, or a gerotor.
If one gear rotates inside a fixed gear it is some type of vane motor, or a geroler.

It would be easier to make a traditional two-gear motor, or a gerotor with a rotating spool to carry the rollers, with an inner rotor profiled like the rotor in a geroler. Those ways your inlet and exhaust ports can remain fixed.
 
Baluncore said:
or a gerotor with a rotating spool to carry the rollers, with an inner rotor profiled like the rotor in a geroler.
So are you saying that a geroler with a rotating outer housing (and inner rotor) is not a geroler?

The reason for wanting a geroler over a gerotor is because the "pins" can be rollers that can reduce friction and wear. And they can be hardened steel. And because it will be easier to machine the housing with the pins than making a gerotor housing. Because presision pins is off the shelf parts, and drilling and reaming a hole to a precision fit is pretty easy.
 
Stormer said:
So are you saying that a geroler with a rotating outer housing (and inner rotor) is not a geroler?
Geroler is not a technical term, it is a Trade mark. You will need to ask the holder how they define a geroler.

Will the centre of the rotor in your motor be fixed, or will it orbit the shaft?
That has implications to the valves you will use to direct the fluid.
 

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I was thinking the housing with the rollers would rotate together with the "star" yes. So i can have a simple fixed valveplate.
 
If you look at the roller-gerotor diagram in my post #7, you will see that there is a maximum fluid volume between two rollers when two rotor lobes touch those two rollers. That area is at the top of the rotor.
You will also see that there is a minimum fluid volume at the bottom of the rotor where a rotor lobe is between two rollers.
For a 6 lobe rotor, the displacement per shaft revolution is 6 times the difference between those volumes.
For an air motor, the compression ratio will be the ratio of those volumes.
 

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