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Stress in a beam |
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| Feb14-11, 01:18 AM | #1 |
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Stress in a beam
1. The problem statement, all variables and given/known data
![]() a) This steel beam has a quadratic cross-section (A=100mm2). The force F is 10 kN. Calculate the stress in the rod and show that this stress does not exceed the yield strength of the steel. ![]() 2. The attempt at a solution a) [tex]\sigma = \frac{10000N}{0.0001m^2}=100 MPa[/tex] I guess this is right? I'm not sure what the yield strength is. Can I calculate it from the given formulas? |
| Feb14-11, 02:10 AM | #2 |
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Recognitions:
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The result is okay, but note that [MPa] = [N/mm^2], and not [N/m^2], i.e. you didn't need to convert A into [m^2]. I'm not sure what the expressions in the image mean - are you given a yield strength for steel?
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| Feb14-11, 02:24 AM | #3 |
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Thanks for replying.
No, nothing else is given. It is a so-called Failure Assessment Diagram (FAD). |
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