Two discs A & B having small projections, welded on their circumference , are free to rotate about their fixed axes, which are parallel to each other as shown in figure. The disc B starts rotating with angular velocity . It’s projection hits the projection of other disc at rest after time T. The coefficient of restitution is . The two discs are of same radius but their moments of inertia are 4I and I respectively.
The angular velocity of the disc A after collision is
Let B rotates in clockwise direction initially
Just after collision, let are their angular speeds and J is the impulse of collision.
From (1) and (2), i.e., disc (2) reverses its direction of rotation
Let left and right discs make N1, N2 number of rotations between first and 2nd collision between projections.
The second collision between projections will take place after a minimum time of
Let B rotates in clockwise direction initially
Just after collision, let are their angular speeds and J is the impulse of collision.
From (1) and (2), i.e., disc (2) reverses its direction of rotation
Let left and right discs make N1, N2 number of rotations between first and 2nd collision between projections.
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A uniform rod is falling without rotation on a smooth horizontal plane. Assuming the collision to be perfectly elastic, the angular velocity of the rod after striking the table is maximum when the rod makes an angle with the horizontal just before striking where is not readable. Find .
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