Bowers Olson
05/14/2023 · High School

Exercise 3.1 In the band brake in Fig. 3.20 the actuating force ap- plied to the lever is 100 N . The angle of contact be- tween the band and the drum is \( 215^{\circ} \) and the coefficient of friction is 0,27 . The brake drum is fitted on a shaft with a flywheel. The mass of the components on the shaft is 500 kg and its radius of gyration is 360 mm . Before the brake is applied, the drum speed is \( 480 \mathrm{r} / \) min. Calculate: (a) the brake torque (b) the time required for the drum to come to rest if the brake is applied at \( 480 \mathrm{r} / \mathrm{min} \) (c) the number of revs that the brake drum completes from the moment that the brake is applied until the drum comes to a standstill (d) the total kinetic energy absorbed by the brake. Fig. 3.20 F F (

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(a) The brake torque is approximately 2.7 Nm (assuming a radius of 0.1 m). (b) The time required for the drum to come to rest is approximately 1210.1 seconds. (c) The number of revolutions the brake drum completes is approximately 4840.5. (d) The total kinetic energy absorbed by the brake is approximately 81900.4 J.

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