ODITIONAL PROBLEMS estion 20.1a: e figure shows a rotating square coil of wire with N = 13 turns immersed in a magnetic field of magnitude B = 0.126 T. The coil has sides of length d= 0.800 m, a sistance of 1.80 , and rotates through an angle of 90.0° in 0.230 s. X X X x X B (into the screen) x x x x X x X x x x x x X x x x x x N turns x x x (a) During the 90.0° rotation, determine the magnitude of the average induced emf. V (b) During the 90.0° rotation, determine the average power dissipated by the coil. W (c) During a full 360° rotation, determine the induced emf as a function of time. (Use the following as necessary: t. Do not enter units in your answer. Assume SI units.) ε = (d) During a full 360° rotation, determine the maximum induced current. A

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ADDITIONAL PROBLEMS
Question 20.1a:
The figure shows a rotating square coil of wire with N = 13 turns immersed in a magnetic field of magnitude B = 0.126 T. The coil has sides of length d= 0.800 m, a
resistance of 1.80 2, and rotates through an angle of 90.0° in 0.230 s.
XXX
x
X
X
B (into the screen)
X
X
x
X
x
x
X x
X
x
X
X X X
x x x
X
N turns
(a) During the 90.0° rotation, determine the magnitude of the average induced emf.
(c) During a full 360° rotation, determine the induced emf as a function of time. (Use the following as necessary: t. Do not enter units in your answer. Assume
SI units.)
E=
(b) During the 90.0° rotation, determine the average power dissipated by the coil.
W
(d) During a full 360° rotation, determine the maximum induced current.
A
Transcribed Image Text:ADDITIONAL PROBLEMS Question 20.1a: The figure shows a rotating square coil of wire with N = 13 turns immersed in a magnetic field of magnitude B = 0.126 T. The coil has sides of length d= 0.800 m, a resistance of 1.80 2, and rotates through an angle of 90.0° in 0.230 s. XXX x X X B (into the screen) X X x X x x X x X x X X X X x x x X N turns (a) During the 90.0° rotation, determine the magnitude of the average induced emf. (c) During a full 360° rotation, determine the induced emf as a function of time. (Use the following as necessary: t. Do not enter units in your answer. Assume SI units.) E= (b) During the 90.0° rotation, determine the average power dissipated by the coil. W (d) During a full 360° rotation, determine the maximum induced current. A
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