A plastic circular disc of radius r is placed on a thin film spread over a flat horizontal surface.The torque required to spin the disc about its central vertical axis with a constant angular velocity is directly proportional to options
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Considering we have some kind of film that produces a viscous force in opposite direction.
Let coefficient of viscosity be = N
Thus, force = ( Formula to use in case of viscous situations)
dF = N(area)(dv/dr)
Considering a ring of dr width of radius r
DF = N ( 2πr×dr) (wr/thickness of film )
Torque produced is (Df)(r)
Torque is ∫ kr³
Limits of 0 to r
The torque will be proportional to R^4
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