Find torque in disc brakes given normal force and coefficient of friction

AI Thread Summary
The discussion focuses on calculating the frictional force and torque in disc brakes. Given a normal force of 85 N and a coefficient of friction of 0.62, the frictional force per brake pad is calculated as 52.7 N. The torque is initially computed as 4.216 Nm using the distance of 8.0 cm from the rotational axis. However, it is noted that since the problem refers to the torque from both brake pads, the final torque should be doubled, resulting in 8.432 Nm. The calculations emphasize the importance of considering both pads when determining the total torque on the rotor.
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Homework Statement


In the disc brakes that slow down a car, a pair of brake pads squeezes a spinning rotor; friction between the pads and the rotor provides the torque that slows down the car. If the normal force that each pad exerts on a rotor is 85 N, and the coefficient of friction is 0.62, what is the frictional force on the rotor due to each of the pads? If this force acts 8.0 cm from the rotational axis, what is the magnitude of the torque on the rotor due to the pair of brake pads?


Homework Equations


Ffr = (mu)N
t = Fd

The Attempt at a Solution


For the frictional force i used the formula, friction force = 0.62(85) = 52.7 N each
For the torque, i used the force form above and multiplied it by 0.08 to get 4.216 Nm
 
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Your solution looks right. Except that at the end the problem states "torque on the rotor due to the pair of brake pads." So I'm guessing he meant to multiply the value by two.
 
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