The 6-turn loop of wire shown in the figure below is laying flat in the plane of

Question

The 6-turn loop of wire shown in the figure below is laying flat in the plane of the screen (or paper). The radius, r, of the loop is 0.170 m. In the rectangular region there is a uniform magnetic field of 0.660 T pointing into the screen. Outside the rectangular region the magnetic field is zero. Suppose the ring moves from Location A to Location B over a time of 41.0 ms.

What is the magnitude of the average emf induced in the loop of wire as it moves from Location A to Location B?

Suppose the resistance of the wire loop is 7.00 ?. What is the average current in the loop of wire as it moves from Location A to Location B?

Explanation / Answer

here,

induced emf e = NAdB/dt

N = no. of turns = 6

Area A = pi r^2

so

emf e = (6 * 3.14 * 0.17* 0.17 * 0.660)/0.041

emf e = 8.76 Volts (answer)

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induced current I = emf/R

I = 8.76/7

I = 1.252 Amps (Answer)

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