you are able to change the direction of a compound wheel based on the angel you pull in. and at a specific angel you are able to stop it from rolling in any way. assume the inner an outer radii of the wheel are 6 cm and 12 cm, respectively. Calculate the critical angle at which the wheel does not roll
Approach:
For this problem you just need to use torque concept.
- Draw the free body diagram.
- Determine the pivot point.
- Choice of the angle is your choice. Could be "the angle between the force and the horizontal line" or "the angle between the force and the vertical line"
- Then analyse the torque. You should find out that there are three cases that force can have with respect to the pivot point.
-- One case the force makes the toy turn clockwise
-- One case makes it turn counter-clockwise
-- Last case torque is zero
Hit: force is always tangent to the smaller circle.
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