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In the figure shown a long conductor carries constant current `I`. A rod `PQ` of length `l` is in the plane of the rod.The rod is rotated about point `P` with constant angular velocity `omega` as shown in the figure.Find the `e.m.f` induced in the rod in the position shown.Indicate which points is at high potential. |
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Answer» Correct Answer - A::B::C Magnetic field `B` at point of differential element is `B=(mu_(0)i)/((2pi(a+x cos theta)) emf` induced in this element is `da= B V dx` `rArr depsilon=(mu_(0)i omega)/(2pi).(xdx)/((1+x cos theta))` `rArr epsilon=underset(0)overset(epsilon)int depsilon=(mu_(0)iomega)/(2pi cos theta)underset(0)overset(l)int (x/((a/cos theta)+x))dx` `=(mu_(0)iomega)/(2pi cos theta)[l-a/costhetaln((a+l cos theta)/a)]` |
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