Loads estimate proposal for Holcombe Chassis

I've given Brian Holcombe a proposal for a simple estimate of loads and stress on his chassis design, in which the chassis is treated as a planar beam, as seen in the diagram above.
Assumptions:
- Treat wheels as pinned joints, resisting translation in x- and y-directions.
- Treat load f (x) as not predefined, regardless of what it looks like in the diagram above. The actual values can be loaded into a spreadsheet.
- Shear and moment diagrams will follow rules for a simple beam: the only discontinuities in these diagrams occur at the wheels. Equations of statics will then yield the reaction forces at the wheels.
- Horizontal or axial forces are ignored for now.
- For stress calculations, the cross-section of the chassis will be assumed to be concentric rectangles, with appropriate area moment of inertia:
Izz = (bo ho3 – bi hi3) / 12
where bo, bi == base of outer, inner rectangle; ho, hi == height of outer, inner rectangle, respectively. - The spreadsheet can then be used to calculate bending stress:
sigma == M c / Izz
and shear stress:
tau == P / A
where M = bending moment; c = distance from neutral axis; P = active force; A = cross-sectional area. The neutral axis will go through the center of the cross-section, so c == ho / 2. - The spreadsheet will find the maximum values of these two stresses, and that of their resultant. This analysis will verify what’s been done experimentally to date.
Labels: consulting, young entrepreneurs





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