10.Show that the total energy of the stretched spring remains conserved when it is released.
Find expression for the maximum speed.शोध द टोटल एनर्जी ऑफ
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Answered by
2
Answer:
Spring force =−kx
Δ (work done) =F.dx
Total work done =∫F.dx
∫(−kx)dx
∫x2x1−kxdx
w=21kx12−21kx22
Work done =change in kinetic energy
=21mv22−21mv12
21mv22−21mv12=21kx12−21kx22
21mv2+21kx2=C
Maximum velocity =
Answered by
1
Answer:
If we stretch a spring to a distance Xm, it's P. E. is 1/2kX²m. When it is released, it begins to move under the spring force till it reaches the equilibrium position X=0, where it has maximum velocity. All the P. E. is converted into K. E. Due to inertia of motion, the body overshoots the X=0 position.
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