Question
Download Solution PDFA cylindrical specimen of length L and cross - sectional area A extends by δ under a gradually applied tensile load P. The strain energy of the specimen is
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFExplanation:
The strain energy of a cylindrical specimen subjected to a gradually applied tensile load can be calculated using the formula for strain energy in elastic materials. Strain energy (
For a cylindrical specimen of length L, cross-sectional area
U=1/2×P×δ
Additional InformationThe elastic strain energy stored in a member of length (it may be curved or straight) due to axial force, bending moment, shear force and torsion are summarized below:
Axial Force, P |
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Bending, M |
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Shear Force, V |
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Torsion, T |
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