In the center and at the edge of a metal disc with radius a = 15 cm %3D two sliding contacts are connected and the circuit is closed on a resistor; the total resistance is R = 8.10- The disk is immersed
In the center and at the edge of a metal disc with radius a = 15 cm %3D two sliding contacts are connected and the circuit is closed on a resistor; the total resistance is R = 8.10- The disk is immersed
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If possible i'd like a detailed solution for this question, with the name of equations used to solve and a bit of an explanation, thank you
![Problem 10.9
In the center and at the edge of a metal disc with radius a = 15 cm
two sliding contacts are connected and the circuit is closed on a
resistor; the total resistance is R = 8.10- The disk is immersed
in a uniform and constant magnetic field B = 0.03 T parallel to the
axis.
To calculate:
(1) the torque M to be applied to the
disk to keep it rotating at a frequency
V = 1800 rpm,
%3D
B.
(2) the power P dissipated in the circuit
R.
under these conditions
(3) the charge q which passes through
the circuit in one minute.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa4383fb6-a9b0-471a-867d-e0ed15b20097%2F9012b208-50a3-4b42-8b87-4a8212a0f2e5%2Fg90smu_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem 10.9
In the center and at the edge of a metal disc with radius a = 15 cm
two sliding contacts are connected and the circuit is closed on a
resistor; the total resistance is R = 8.10- The disk is immersed
in a uniform and constant magnetic field B = 0.03 T parallel to the
axis.
To calculate:
(1) the torque M to be applied to the
disk to keep it rotating at a frequency
V = 1800 rpm,
%3D
B.
(2) the power P dissipated in the circuit
R.
under these conditions
(3) the charge q which passes through
the circuit in one minute.
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