A square coil rotates around an axis passing through the center. It is inside a magnetic field of B= 0.6T uniform and constant. The side of the coil is a = 2cm, the resistance R is 0.1 ohm.
The coil is powered by a generator that gives an emf = 0.2 + 0.24sin(ωt).
The current during the motion of the coil is constant. Calculate i and ω.
The Attempt at a Solution
The induced emf is [itex]\epsilon_i = Ba^2\omega sin(\omega t) [/itex].
I can't understand how to go on with the problem. I cannot understand why the current stays constant if both the intial emf and the induced emf changes as sin(ωt).
Could you help me please?