A square loop of side 1 m is placed in a perpendicular magnetic field.
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A square loop of side 1 m is placed in a perpendicular magnetic field.Half of the area of the loop lies inside the magnetic field .A battery of emf 10 V and negligible internal resistance is connected in the loop.The magnetic field changes with time according to the relation B=(0.01-2t) T.Find the resultant emf of the circuit.
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Answer:
9v
Explanation:
dB/dt= -2T
emf= -dphi/dt
= -d(BA)/dt
= -AdB/dt = -1/2(l^2) × (-2) = 1V
Since magnetic field (×) decreasing so according to Lenz’s law direction of induced current in upper part of square will be clockwise i.e. from A
to C or in oth er words emf induces in a direction opposite to the main emf so resultant emf = 10 – 1 = 9V.
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