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An athlete peddles a stationary tricycle whose pedals are atteached to a coil having 100 turns each of area `0.1 m^(2)`. The coil lying in XY plane is rotated in this plane at the rate of 50 rpm about the Y=axis in a region where a uniform magnetic field `vec B = (0.01) hat k` tesla is present. Find the (i) max. e.m.f. (ii) average e.m.f. generated in the coil over one complete rotation. |
Answer» Here, `N = 100, A = 0.1 m^(2)`, `v = 50` rpm `= (5)/(6)` rps `vec B = (0.01) hat k T`, i.e., `B = 0.1 T` along z-axis. `e_(0) = NAB omega = 100 xx 0.1 xx 0.01 xx 2 pi xx (5)/(6)` `= 0.52 V` (ii) As the e.m.f. generated varies sinusoidally with time, so the average e.m.f. generated in the coil over one complete revolution is zero. |
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