A particle of mass m moving with velocity u makes an elastic one-dimensional collision with a stationary particle of mass m.They are in contact for a brief time T.Their force of interaction increases from 0 toF° linearly in time 1/2 T.Find the magnitude of F°?
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Mass of the particle = m (Given)
Velocity of the particle = u (Given)
Time = T (Given)
Increase in force = 0 to F (Given)
Linear time = 1/2T (Given)
In an elastic collision of one dimension, velocities are interchanged between two equal masses. Therefore, all of the particle's angular momentum change would be mu. The impulse or region under the F-T graph will give the linear momentum shift.
Thus,
1/2 FT = u
or F = 2u/t
Thus, the magnitude of F will be 2u/t
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Here is your answer user.
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