Force required to move the wheels on a manual wheelchair

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Discussion Overview

The discussion revolves around calculating the force required to move the wheels of a manual wheelchair from a standstill and maintain movement over a flat surface. Participants explore the factors influencing this force, including user and wheelchair weight, torque, and rolling resistance, while considering the design of a drivetrain for a wheelchair.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • One participant notes the importance of user weight (approximately 68kg) and wheelchair weight (approximately 16kg) in calculating the required force.
  • Another participant mentions that the average pushing force for a seated human is roughly 130N, but this may vary based on the method of force application.
  • There is a discussion about the impact of surface type on rolling resistance, with concrete being specified as the surface for calculations.
  • One participant calculates rolling resistance and torque, suggesting a minimum gear size based on these calculations, while also recommending a margin for uncertainty.
  • Participants discuss the design of a drivetrain, with one proposing a lever arm mechanism to turn the wheelchair wheels and seeking clarification on gear sizes.
  • There is a debate about the configuration of gears in the drivetrain, with conflicting views on whether the driver or driven gear should be larger to achieve high torque.
  • Some participants provide insights into existing designs for lever-powered wheelchairs, suggesting further research into similar projects.

Areas of Agreement / Disagreement

Participants express differing views on the appropriate configuration of gears for achieving high torque in the drivetrain. While some agree on the need for a larger driven gear, others argue for a different approach, leading to an unresolved debate on this aspect of the design.

Contextual Notes

Participants reference specific calculations and assumptions, such as the rolling resistance coefficient and the dimensions of gears, but these calculations are based on various assumptions that may not be universally applicable. The discussion does not resolve the complexities involved in the design process.

Who May Find This Useful

Individuals interested in wheelchair design, mechanical engineering, and those exploring assistive technology may find this discussion relevant.

Wilson123
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Hi,

I'm trying to calculate the force required to move the wheel on a standard wheelchair from stand still and then consistently over a flat surface?

I understand that this has to with the amount of weight that is trying to be moved, this being the weight of the user (approx. 68kg) and the wheelchair (approx. 16kg).

I also understand that the equation for torque requires the distance from the force applied to the axis of rotation which is approximately 0.33m.

Also I have found the average pushing force for a seated human to be roughly 130N.

I feel as though I have enough information to find out the answer I need however I'm unsure exactly how to apply it or if I'm miles off with how I think I need to calculate it.

Any help would be appreciated!
 
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Wilson123 said:
Hi,

I'm trying to calculate the force required to move the wheel on a standard wheelchair from stand still and then consistently over a flat surface?

I understand that this has to with the amount of weight that is trying to be moved, this being the weight of the user (approx. 68kg) and the wheelchair (approx. 16kg).

I also understand that the equation for torque requires the distance from the force applied to the axis of rotation which is approximately 0.33m.

Also I have found the average pushing force for a seated human to be roughly 130N.

I feel as though I have enough information to find out the answer I need however I'm unsure exactly how to apply it or if I'm miles off with how I think I need to calculate it.

Any help would be appreciated!
What surface are you assuming? The rolling resistance on carpet is much higher than on concrete.

On concrete, the main rolling resistance components will be the bearing friction in the axles and the deformation of the hard rubber wheel at the contact patch with the concrete.
 
Concrete. I'm just looking for an approximate figure as I'm trying to design a drive train to turn a wheelchair wheel using a lever arm on the driver gear, so I need to get an idea of how much torque I need to provide to the wheel in order to turn it.

Hope this makes sense.
 
Wilson123 said:
Concrete. I'm just looking for an approximate figure as I'm trying to design a drive train to turn a wheelchair wheel using a lever arm on the driver gear, so I need to get an idea of how much torque I need to provide to the wheel in order to turn it.

Hope this makes sense.
To go slowly on concrete, it probably takes a couple of lbf at the top of the wheel to turn it. But for a practical wheelchair drive train, you will need much more torque to be able to reliably move the wheelchair, especially on different surfaces, up ramps, etc. What is this project?
 
Wilson123 said:
Also I have found the average pushing force for a seated human to be roughly 130N.
But if the occupant of the chair pushes forward on the top of the wheel it will only require half that "handle" force.
There are two problems. 1. Accelerating to reach travel speed. 2. Maintaining that speed while countering losses such as tyre friction.
 
berkeman said:
To go slowly on concrete, it probably takes a couple of lbf at the top of the wheel to turn it. But for a practical wheelchair drive train, you will need much more torque to be able to reliably move the wheelchair, especially on different surfaces, up ramps, etc. What is this project?

I'm designing a rough terrain wheelchair, with the idea of using a drive train powered by a handle that will turn the wheels. I'm trying to understand how big my two sprockets/gears in the drive train need to be. My understanding of how to do this was to work out the force required to move the wheel from static and consistently. Then look at how much force I am providing to the driver gear in the drivetrain in relation to what is required to move the wheelchair.
 
Assume rolling resistance coefficient is equal to 0.015
rolling resistance equal to 840N x 0.015 =12.6N
resisting torque = 12.6 *.33 = 4.15Nm
Pushing force = 130N
Required radius or toque arm or gear radius = 4.15/130 = 0.032m = 32mm
or 64mm dia gear or sprocket
The above value is the minimum required size , you can take 25-30 % more than this value to meet the uncertainty.
 
By googling "lever powered wheelchair" you can see several existing examples of what you are designing.
 
malemdk said:
Assume rolling resistance coefficient is equal to 0.015
rolling resistance equal to 840N x 0.015 =12.6N
resisting torque = 12.6 *.33 = 4.15Nm
Pushing force = 130N
Required radius or toque arm or gear radius = 4.15/130 = 0.032m = 32mm
or 64mm dia gear or sprocket
The above value is the minimum required size , you can take 25-30 % more than this value to meet the uncertainty.

Thanks a lot, I think this makes sense to me, gives me a good idea of what I need to be looking at it.

EDIT: after going over this a few times I have a question, I am expecting to have 2 different sized gears/sprockets in my drivetrain, the larger being the driver and the smaller being the driven. The answer given by your calculations gives the dimension for which of these gears? Or am I thinking about this wrong?
 
Last edited:
  • #10
The 32 mm size is dia of driver wheel make the driven 3-4 times the driver wheel (100-125mm)
I assuming your are designing somewhat like a bicycle drive chain !
 
  • #11
malemdk said:
The 32 mm size is dia of driver wheel make the driven 3-4 times the driver wheel (100-125mm)
I assuming your are designing somewhat like a bicycle drive chain !

Yes it is similar drive chain, however I was under the impression that if I want to provide high torque to my driven wheel, then my driver wheel would be larger than the driven?
 
  • #12
No , its other way ie if you need high torque at driven wheel make it larger than the drive wheel
 
  • #13
malemdk said:
No , its other way ie if you need high torque at driven wheel make it larger than the drive wheel

My driven wheel/sprocket has the actual bicycle wheel attached to it, therefore I want to provide high torque to this... In the same way that a single speed bike works, I want to provide high torque to the rear wheel therefore my driver wheel should be bigger? See pic for below for reference

upload_2017-2-13_13-46-27.png


See how the driver wheel is larger to provide high torque to the actual bike wheel.
 
  • #14
The small sprocket is to increase the speed and not torque, what you want is high torque, so you fix a bigger sprocket at driven wheel and smaller sprocket at drive end.
 
  • #15
Hello Wilson! Wheelchairs require some careful thinking. Better consult with the local building code and specialists in caring for the handicapped. There's a whole branch of architecture dealing with this Wheelchairs subject. Most people are helpful with advise when it comes to making things easier for the handicapped. Check with your local home centers. They may have a handy DIY book.
 

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