Lenz's Law Q: Clockwise or Counterclockwise?

In summary, the induced current in the loop at position 1 is clockwise due to the change in flux when the loop closes up the wire. At position 2, the induced current is also clockwise as the loop moves away from the wire, causing a change in the direction of the flux from the wire. The right hand grip rule and the concept of flux change can be used to determine the direction of the induced current.
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Homework Statement


A long, straight wire lies on a table and carries a current I. As the drawing shows, a small circular loop of wire is pushed across the top of the table from position 1 to position 2. Determine the direction of the induced current, clockwise or counterclockwise, as the loop moves past position 1 and position 2.

Homework Equations



No equations, but the right hand grip rule is relevant.

The Attempt at a Solution



So I got the first part of the question right. I know that because the wire's current is going right, the right hand grip rule suggests that the magnetic field is pointing out of the screen/page. At position A, the table top has no field and the wire will want to resist the flux change. Therefore, a field will point downwards, opposite the direction of that of the wire, leading to a clockwise current at A.

However, B also has a clockwise current. My reasoning was that if the looped wire is within the field generated by the wire, its magnetic field would also be out of the screen/page, and therefore if it is pushed back to the flux-less table top, the flux would decrease. To oppose this, I thought that the secondary magnetic force would be out of the page, and the loop at B would be counterclockwise. So why is it actually clockwise?
 

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  • #2
lenzlawquestion said:
To oppose this, I thought that the secondary magnetic force would be out of the page, and the loop at B would be counterclockwise. So why is it actually clockwise?
In the first situation (1) the loop closes up the wire: the flux through the loop increases.
In the second situation the loop moves away from the wire ( the flux in the loop decreases ) but at the same time, the flux from the wire has changed direction:

http://onlinephys.com/magnet6.gif
 
  • #3
How do you know that the flux from the wire has changed direction? What causes it to be different from that in position A?
 
  • #4
lenzlawquestion said:
How do you know that the flux from the wire has changed direction? What causes it to be different from that in position A?
Draw a line on the paper in the figure in #2, crossing the center/wire. This line is the surface of the table. Following this line in one direction, the flux will change sign when you cross the wire/center.

It's like crossing a road: Crossing the middle of the road, the traffic will come from the other side.
 
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1. What is Lenz's Law?

Lenz's Law is a physics principle that states that an induced current in a conductor will flow in a direction that opposes the change that produced it.

2. How does Lenz's Law relate to clockwise and counterclockwise motion?

In the context of Lenz's Law, clockwise and counterclockwise refer to the direction of the induced current. If the motion that causes the induction is clockwise, the induced current will flow counterclockwise to oppose it, and vice versa.

3. Can Lenz's Law be observed in everyday objects?

Yes, Lenz's Law can be observed in everyday objects that have conductive materials. For example, when a magnet is moved towards a copper pipe, the induced current in the pipe will create an opposing magnetic field, causing the pipe to slow down the magnet's motion.

4. Is Lenz's Law always applicable?

Yes, Lenz's Law is a fundamental principle of electromagnetism and is always applicable in situations where there is a changing magnetic field and a conductor present.

5. How is Lenz's Law used in practical applications?

Lenz's Law is used in the design and functioning of many electrical devices, such as generators, transformers, and motors. It also plays a crucial role in electromagnetic braking systems and Eddy current testing.

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