Automotive How do I solve a 3D problem involving a trailer and wheel sizing using statics?

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To solve the 3D problem involving a three-wheel trailer and wheel sizing using statics, one must analyze the forces and moments acting on the trailer. The trailer carries a uniform load of 3500 kg, equating to approximately 35 kN. By summing the moments about a specific point and ensuring that all forces equal zero, one can derive equations to find the unknowns, including the load on each wheel. It is crucial to consider the support provided by the axle when examining the section view. Understanding these principles allows for a clearer approach to the problem.
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Hi all, I have a problem with a 3 wheel trailer and sizing the wheels. Using statics, how would I solve this 3D problem by breaking it down?

The trailer is sitting on rectangular section and a plate on top carries an even load of 3500kg (roughly 35kN)

If I take a cross section A-A and try and find the load wheel B is under, there is nothing to support it. I'm not sure how I would approach this problem?

Problem attached: https://imgur.com/Pf0tfKH
 
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Since it is static, you can sum the moments about a particular point equal to zero. Then all forces acting on the trailer must sum to zero. You will have some equations to solve for the different unknowns.
 
What happened to the rear axle (A) on the bottom diagram?
 
scottdave said:
What happened to the rear axle (A) on the bottom diagram?
Would the axle be considered the same as wheel A when looking at it in section view?
 
Yes, that section is supported at point where wheel A is. Think along the same lines as you being able to collapse the entire rectangular plate down to a single line with the 35 kN.
 
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scottdave said:
Yes, that section is supported at point where wheel A is. Think along the same lines as you being able to collapse the entire rectangular plate down to a single line with the 35 kN.
Great I think I understand now. Thanks for the help.
 
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