A solid cylinder of mass and radius is resting on a horizontal platform (which is parallel to the - plane) with its axis fixed along -axis and free to rotate about its axis. The platform is given a motion in the -direction given by . There is no slipping between the cylinder and the platform. The maximum torque acting on the cylinder during its motion is |
|||
a) |
b) |
||
c) |
d) |
The situation is not possible |
A solid cylinder of mass and radius is resting on a horizontal platform (which is parallel to the - plane) with its axis fixed along -axis and free to rotate about its axis. The platform is given a motion in the -direction given by . There is no slipping between the cylinder and the platform. The maximum torque acting on the cylinder during its motion is |
|||
a) |
b) |
||
c) |
d) |
The situation is not possible |
(b)
The cylinder is having a fixed axis, so it can perform rotational motion only
For no slipping,
acceleration of the platform
For the maximum torque, would be maximum and
So the maximum torque,