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A ball A (mass ma) with initial velocity v colides with a ball B (mb) initially stopped. A and B gets the same direction/velocity v', Calculate v'
By linear momentum conservation
ma.v = (ma + mb).v'
v' = mav(ma + mb)
But by mecanical energy conservation
ma.v²/2 = (ma + mb).v'²/2
v' = v (ma/(ma + mb))^(1/2), which is wrong
Why we can't use mecanical energy conservation, is there a energy dissipation?
By linear momentum conservation
ma.v = (ma + mb).v'
v' = mav(ma + mb)
But by mecanical energy conservation
ma.v²/2 = (ma + mb).v'²/2
v' = v (ma/(ma + mb))^(1/2), which is wrong
Why we can't use mecanical energy conservation, is there a energy dissipation?