Three wire loops and an observer are positioned as shown in the figure. From the observer’s point of view, a current I flows counterclockwise in the middle loop, which is moving towards the observer with a velocity v. Loops A and B are stationary. This same observer would notice that
- clockwise currents are induced in loop A and B
- counterclockwise currents are induced in loop A and B
- a clockwise current is induced in loop A, but a counterclockwise current is induced in loop B
- a counterclockwise current is induced in loop A, but a clockwise current is induced in loop B
- a counterclockwise current is induced in loop A, but no current is induced in loop B
(GR0177 #42)
Solution:
Lenz Law: The tendency of nature to resist any change in magnetic flux passing through a loop of wire.
When the middle loop moving toward the observer A:
- Loop A feels an increasing current and resists the change of magnetic flux by inducing a decreasing current in the opposite direction (clockwise).
- Loop B feels a decreasing current and resists the change of magnetic flux by inducing an increasing current in the same direction (counter-clockwise).
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