E = NBAW sin(wt) %3D Thus Emax NBAW %3D You are given: N: number of turns B: magnetic field = 5x105 T A = L? (in m?) and W = 2f %3D where the frequency of rotation is given in Hz

University Physics Volume 2
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Chapter11: Magnetic Forces And Fields
Section: Chapter Questions
Problem 81AP: A 5.0-m section of a long, straight wire carries a current of 10 A while in a uniform magnetic field...
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A generator has a 130-turn square coil, 6 cm on a side. Find the peak emf in this coil when it's rotating at 100 Hz in Earth's field. B - 5 x 10^-5 T.  I don't understand the derivations or symbology used, so it is difficult to understand.  For example NBA, times the W sin (wt). I am going bonkers.

E = NBAW sin(wt)
%3D
Thus
Emax
NBAW
%3D
You are given:
N: number of turns
B: magnetic field = 5x105 T
A = L? (in m?)
and
W = 2f
%3D
where the frequency of rotation is given in Hz
Transcribed Image Text:E = NBAW sin(wt) %3D Thus Emax NBAW %3D You are given: N: number of turns B: magnetic field = 5x105 T A = L? (in m?) and W = 2f %3D where the frequency of rotation is given in Hz
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