a rectangular coil of n turns and area of cross section a is held in a time varying magnetic field given by b=bnotsinomegat with the plane of the coil normal to the magnetic field deduce and expression for the emf induced in the coil
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Answer:
NBA ω
Explanation:
Given, a coil of N turns an area A, rotated with angular speed ω in a uniform magnetic field B.
The flux linking to the coil, ϕ=NBA sin(ωt)
Therefore,
Induced EMF, E=d (NBA sin(ωt))/dt)
E= NBA ω
Emax= NBA ω
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