How Do I Design an Aluminum Rod to Meet Specific Engineering Requirements?

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SUMMARY

The discussion focuses on designing an aluminum rod to meet specific engineering requirements, including withstanding a force of 200 kN, maintaining a maximum allowable stress of 170 MPa, and limiting elastic deformation to 6 mm over a length of at least 3.8 m. Participants suggest starting with a circular cross-section for simplicity before exploring more complex shapes like an "I" beam. Key considerations include understanding boundary conditions and the application of tensile loads versus bending loads.

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  • Understanding of material properties, specifically aluminum's stress-strain behavior
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  • Familiarity with cross-sectional shapes and their impact on structural integrity
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Philip Wong
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Hi guys,
I'm studying my first semester in engineering, I was giving the first assignment in my material science class which I'm not so sure on how to get started on.

The assignment was to ask us to design a aluminum rod which has the following specification:
1) Withstand an applied force of 200kN
2) Maximum allowable stress on the rod is limited to 170Mpa with a strain of 0.0025mm.mm^-1
3) Rod must be at least 3.8m long but deform elastically no more than 6mm when force is applied

I was thinking of a "I" shape rod, but am not sure were I on the right track or what should I include (e.g. width, depth, and shape) to sufficiently uphold the conditions.

Secondly can someone please tell me how do I convert load-gauge length to engineering stress and strain?


Thanks,
Phil
 
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How is the force to be applied, along the length of the rod, or at 90 degrees?
 
the question is just say "An aluminium rod is to withstand an applied force of 200 kN".
I guess its at orthogonal
 
Philip Wong said:
the question is just say "An aluminium rod is to withstand an applied force of 200 kN".
I guess its at orthogonal
If the load is applied perpendicular to the rod (orthogonal), then you need to know the boundary conditions on the ends, and solve the problem as a beam bending problem. It sounds like, in this problem statement, a tensile load is applied on the ends. Try out some different shapes and see what you get. Start with a circular cross section for simplicity. Why? If you can't solve that, you are not going to be able to do more complicated cross sections.
 

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