For the torsion problem, verify the solutions (14 6 14) and (14 6 15) for the gradation model (14 6 13) 1 Equation 14 6 14 Equation 14 6 15 Equation 14 6 13 2(a 1) Man ( ), m 3 a m 1 (r) 2 n a r () 08 1 (0g 1 r) , m log 1 n 1 m 1 n...

For the torsion problem, verify the solutions (14.6.14) and (14.6.15) for the gradation model (14.6.13) 1 .

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For the torsion problem, verify the solutions (14.6.14) and (14.6.15) for the gradation model (14.6.13)₁.

Equation 14.6.14

Equation 14.6.15

Equation 14.6.13

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Elasticity Theory Applications And Numerics

ISBN: 9780128159873

4th Edition

Authors: Martin H. Sadd Ph.D.

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Question Posted: Jan 15, 2024 05:02 AM

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For the torsion problem, verify the solutions (14.6.14) and (14.6.15) for the gradation model (14.6.13) 1 .

Question:

[2(a-1) + Man (-), m 3 a m = 1 (r) = 2 n | -^ a[r - () 08|1 + ] +^ - (0g|1 + r)], m log|1+n|| 1+ m = -1 n

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Elasticity Theory Applications And Numerics

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