a metal ring of initial radius r and cross sectional area A is fitted onto a wooden disc of radius R>r . if young's modulus of metal is y then tension in the ring is
Answers
Answered by
77
Hey mate,
● Answer- YA(R-r)/r
● Explaination-
Young's modulus of elasticity is given by,
Y = Fl / Ax
F = YAx / l
But, l = 2πr
And x = 2πR - 2πr = 2π(R-r)
Hence, force of expansion is-
F = YA × 2π(R-r) / 2πr
F = YA(R-r) / r
Force acting on expanding ring is YA(R-r)/r.
Hope thiz is helpful...
● Answer- YA(R-r)/r
● Explaination-
Young's modulus of elasticity is given by,
Y = Fl / Ax
F = YAx / l
But, l = 2πr
And x = 2πR - 2πr = 2π(R-r)
Hence, force of expansion is-
F = YA × 2π(R-r) / 2πr
F = YA(R-r) / r
Force acting on expanding ring is YA(R-r)/r.
Hope thiz is helpful...
Answered by
17
Answer:
answer is in the following attachment
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