A copper rod of 2 cm diameter is completely encased in a steel tube of inner diameter 2 cm and outer diameter 4 cm. Under an axial load, the are in the steel tube is 100 N/mm^2 . If Es=2 Ec , then stress in the copper rod is
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Explanation:
Given A copper rod of 2 cm diameter is completely encased in a steel tube of inner diameter 2 cm and outer diameter 4 cm. Under an axial load, the are in the steel tube is 100 N/mm^2 . If Es=2 Ec , then stress in the copper rod is
- So given σs = 100 N/mm^2
- Es = 2Ec
- So according to compatibility condition we have
- Δs = Δc
- Now we have
- PsLs / AsEs = PcLc / AcEc
- So σs / Es = σc / Ec (Since Ls = Lc)
- Or σc = σs / Es x Ec
- = σs / 2Ec x Ec (Since Es = 2Ec)
- Or σc = σs / 2
- = 100 / 2
- = 50 N / mm^2
Reference link will be
https://brainly.in/question/2854455
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