Magnetic interaction of wire and rectangular loop

In summary: He explains that the fields ( the ones generated by the current flowing in the loop) in the 4 sides of the loop are equal and opposite. The field in the left long side is equal and opposite to the one in the right long side, so those 2 cancel out. The one in the top short side is equal and opposite to the one in the bottom short side, and again those 2 cancel out. This leaves only the effect of the magnetic field generated by the straight wire has on the loop. The left side ( the one closest to the straight wire) is subject to a stronger force than the right side. This causes the loop to move sideways to
  • #1
Prinsen
5
0
Hi. In this video:


he ignores the magnetic field from current 2(I2). Could anyone give me a good explanation why?
 
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  • #2
The magnetic fields from two wires in opposite directions cancel. He says that in the video.
 
  • #3
Thanks, but when in the video does he say that? I can't seem to find it.
 
  • #4
Prinsen said:
Thanks, but when in the video does he say that? I can't seem to find it.

between 2:15 - 2:20

just keep in mind that he is interested in the effect of the magnetic field generated by I1 on the loop
the magnetic field generated by the loop current is nulled out
 
Last edited:
  • #5
Thanks! sorry for the late response, but.. why is the magnetic field generated by the loop current nulled out?
 
  • #6
because the fields ( the ones generated by the current flowing in the loop) in the 4 sides of the loop are equal and opposite

that is ... the field in the left long side is equal and opposite to the one in the right long side, so those 2 cancel out
and the one in the top short side is equal and opposite to the one in the bottom short side, and again those 2 cancel out

This leaves only the effect of the magnetic field generated by the straight wire has on the loop
again, the one in the top short side is equal and opposite to the one in the bottom short side so there is no
force on the top and bottom sections

BUT

there is a difference in force on the 2 side sections from the straight wire generated field.
The left side ( the one closest to the straight wire) is subject to a stronger force than the right side
as he shows with the larger arrow pointing to the left than to the right.
This causes the loop to move sideways to the left ( towards the straight wire),

Dave
 

FAQ: Magnetic interaction of wire and rectangular loop

What is the magnetic interaction between a wire and a rectangular loop?

The magnetic interaction between a wire and a rectangular loop is a phenomenon in which a magnetic field is created when an electric current flows through a wire, and this magnetic field can induce a current in a nearby rectangular loop.

How does the direction of the current affect the magnetic interaction between a wire and a rectangular loop?

The direction of the current in the wire affects the direction of the magnetic field it creates. This, in turn, determines the direction of the induced current in the rectangular loop. If the current in the wire changes direction, the induced current in the loop will also change direction.

What factors affect the strength of the magnetic interaction between a wire and a rectangular loop?

The strength of the magnetic interaction between a wire and a rectangular loop depends on the current flowing through the wire, the distance between the wire and the loop, and the orientation of the wire in relation to the loop.

Can the magnetic interaction between a wire and a rectangular loop be used for practical applications?

Yes, the magnetic interaction between a wire and a rectangular loop has many practical applications. It is used in devices such as generators, motors, and transformers, which all rely on the induction of current in a loop by a changing magnetic field.

What are some examples of real-world situations where the magnetic interaction between a wire and a rectangular loop is observed?

The magnetic interaction between a wire and a rectangular loop is observed in everyday situations, such as in household appliances, power grids, and electronic devices. It is also used in medical imaging techniques like MRI machines and in particle accelerators for scientific research.

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