Calculating Wheel Loads in Dynamic and Static Conditions for Vehicle Analysis

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Discussion Overview

The discussion revolves around the analysis of vehicle loading under dynamic and static conditions, specifically focusing on the axial and radial loads acting on the axle and wheel during various scenarios such as acceleration, braking, and cornering. Participants seek to understand how to calculate these loads and inquire about relevant resources for further study.

Discussion Character

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

Main Points Raised

  • One participant, Mikel, requests assistance in calculating axial and radial loads on vehicle wheels under static and dynamic conditions, mentioning specific scenarios like acceleration and cornering.
  • Another participant argues that there is no single formula for these calculations, emphasizing the dependence on various parameters such as vehicle weight, suspension design, and road surface.
  • Some participants suggest that empirical data can be found in literature, particularly from SAE publications, and recommend looking into basic mechanics textbooks for foundational knowledge.
  • A later reply mentions that a free body diagram (FBD) could help in understanding the forces involved, suggesting that the original poster clarify their request further.
  • One participant asserts that empirical answers do exist and references a previous post on race car physics for additional insights into axle load calculations.
  • Another participant provides a detailed example of calculating wheel loads for a race car, including specific weight transfer calculations and spring rate determinations, while noting the complexity and variability of the factors involved.

Areas of Agreement / Disagreement

Participants express differing views on the availability of straightforward formulas for calculating vehicle loads. While some emphasize the complexity and need for advanced knowledge in vehicle dynamics, others suggest that empirical methods and basic mechanics can yield useful insights. The discussion remains unresolved regarding the best approach to these calculations.

Contextual Notes

Participants mention various assumptions and parameters that influence the calculations, such as vehicle weight distribution, suspension characteristics, and specific driving conditions. There is also a recognition of the need for empirical data and the limitations of theoretical approaches.

the4thworld
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Hey

Just needed some help with analysis of vehicle loading in dynamic and static conditions.Basically what are the axial and radial loads acting on the axle/wheel in static and dynamic conditions? Accompanying formula would be helpful.

How would i go about finding out the loads under static and dynamic conditions, that would be in acceleration, braking, cornering etc.
Also vehicle moving on level ground and inclined plans(% grade is known)

If you guys have any ideas of books i could refer as well as online links it would be helpful

Cheers
Mikel
 
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This is pie in the ski. There isn't a magic formula you just plug into that gives you these kinds of numbers. It will depend on many parameters. The size and weight of the car, the design of the suspension, the road surface, to name a few.

I would look for a book in vehicle dynamics from SAE and amazon.
 
All parameter are known, i just wanted to know how i would go about calculating the forces.
 
the4thworld said:
All parameter are known, i just wanted to know how i would go about calculating the forces.

Again, there is no magic equation that tells you this. You want to seriously answer your question you're going to need a PhD in vehicle dynamics. That's basically the magnitude of what you're asking. What I would do if I were you is look for papers from SAE that people have done and just use those values as a zero order approximation of what you would expect to see.
 
I think you are reading too much into what he wants. I'm pretty sure everything he wants to know can be found from a FBD with some weight transfer thrown in.

TO OP: Specify more clearly what you want. I'd suggest you read up on a basic mechanics textbook. something like meriam and kraige - statics.
 
Thanks anyway, i had got pretty much what i wanted, but i wanted a second opinion :P
 
i respectfull beg to differ..
emperical answers are available, as in all things...in the mean time..

Pls see ranger mike post Dec29-08, 12:31 PM post on race car physics in general physics forum

i wil endeavor to get the requested info ref; axle load, etc..but give me a day..its all in the race car trailer
 
Ok, here is how we determine the proper springs for each corner of the race car. you asked about loads on each wheel..well here is an example of our old door slammer running on a medium banked asphalt track.
Stock suspension wit solid rear axle.
We calculated that tit is under 1.3 Gs in the turn..see other post from Ranger Mike on calculating . Gs
car weighs 2800 lbs. of 35% of weight will transfer under 1.3 G
and 75% will be on front end due to engine weight and corner loading

2800 lbs. X .35% = 980 lbs. transferring or loading tires

75% of 980 lbs. = 720 front end weight
divided by three to determine wheel rate ( two front springs and sway bar )
so we need wheel rate of 240

Wheel rate = (Length of A-arm divided into inside frame mount point to center of spring mounting point) squared

times spring rate


now the hard part
get out the tape measure and measure bottom front A-arm length
1. inside frame mount point to center of outside ball joint
2. distance from inside frame mount point to center of spring mounting point

stock Chevy A-arm is
16.5 inch inside frame mount point to BJ and 9 inch from inside frame mount point to center of spring pocket
assume you have a 1000 lbs. spring
wheel rate = 9 / 16.5 = .54


.54 x .54 x 1000 = 290 lbs. spring required to handle weight transferred

I know this may not answer your question completely but there are a lot a of variables..
 

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