Area of the loop, A = r2 = (3.14*0.12) m2
= 0.0314 m2
Induced emf = - A cos60o(dB/dt)
= -0.0314*0.5*(0.5-1.5)/4*10-3
= 3.925 volt
Current, I = emf/resistance = (3.925/5) = 0.785 A
By Lenz's law, the direction of current is such that it opposes the decreasing magnetic field, so, current will flow in anticlockwise direction if one observe from right side.
3. The following figure shows you a circular loop with radius 10 cm. A magnetic field...
The following figure shows you a circular loop with radius 10 cm. A magnetic field is DECREASING from 1.5 T to 0.5 T in 4 mili - seconds. The angle 0 = 60 degrees.(12 points) • Compute the induced EMF in the loop. • If the resistance of the loop is of 5 ohms, what is the value of the induced current. • What is the direction of the induced current?
the figure shows a conducting loop in a magnetic field. the radius of the loop is 20 cm, and it has a resistance of 0.02 ohms. Find the magnitude and direction of the induced current if the magnetic field is increasing at a rate of 4 T/s.
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