A rectangular coil of N turns and of length a and width b is rotated at frequency f in a uniform magnetic field of magnitude B. as indicated in the figure. The coil is connected to co-rotating cylinders, against which metal brushes slide to make contact. The emf induced in the coil is given (as a function of time t) by 8 = 2xfNabB sin (2xft) = 8 sin (2xft). This is the principle of the commercial alternating-current generator. What value of Nab gives an emf with Eo - 278 V when the loop is rotated at 74.9 rev/s in a uniform magnetic field of 0.492 T? Sliding contacts T

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A rectangular coil of N turns and of length a and width b is rotated at frequency f in a uniform magnetic field of magnitude B, as
indicated in the figure. The coil is connected to co-rotating cylinders, against which metal brushes slide to make contact. The emf
induced in the coil is given (as a function of time t) by
8 = 2xfNabB sin(2xft) = 8 sin (2xft).
This is the principle of the commercial alternating-current generator. What value of Nob gives an emf with to=278 V when the loop is
rotated at 74.9 rev/s in a uniform magnetic field of 0.492 T?
Sliding contacts s
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Units
Transcribed Image Text:A rectangular coil of N turns and of length a and width b is rotated at frequency f in a uniform magnetic field of magnitude B, as indicated in the figure. The coil is connected to co-rotating cylinders, against which metal brushes slide to make contact. The emf induced in the coil is given (as a function of time t) by 8 = 2xfNabB sin(2xft) = 8 sin (2xft). This is the principle of the commercial alternating-current generator. What value of Nob gives an emf with to=278 V when the loop is rotated at 74.9 rev/s in a uniform magnetic field of 0.492 T? Sliding contacts s Number Units
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