EMF Induction: How Flux Change Creates Potential

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A change in magnetic flux induces an electromotive force (emf) in a wire, as described by Faraday's law, which states that emf is proportional to the rate of change of flux. When a wire moves through a magnetic field, free electrons experience a Lorentz force, causing them to accumulate at one end of the wire, creating a potential difference. This process can be analyzed using both the formula for motional emf (emf = BLv) and the change in magnetic flux over time. The discussion highlights that the induced emf can occur even in a non-uniform magnetic field and emphasizes the importance of defining a closed path for calculating emf. Ultimately, the interaction between the wire and the magnetic field leads to the establishment of an electric field that maintains charge separation, resulting in induced emf.
  • #51
No. Faraday's law covers this whole thread. a dB/dt is accompanied by a curl(E) of the same magnitude and opposite direction. That's it.
 
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  • #52
mikeph said:
No. Faraday's law covers this whole thread. a dB/dt is accompanied by a -curl(E) of the same magnitude.
How does that varying flux create an electric field ?
 
  • #53
ElmorshedyDr said:
How does that varying [magnetic] flux create an electric field ?

How does a charge produce an electric field?

How does a current produce a magnetic field?

All these come out of Maxwell's equations, which are a starting point for classical electromagnetism as Newton's laws of motion are a starting point for classical mechanics.

And there's more! Maxwell realized that the equations as he originally formulated them were mathematically inconsistent, and to resolve that, he proposed adding a new term to one of them, which predicted that:

A varying electric flux creates a magnetic field.

This led him to predict that self-propagating waves of electric and magnetic fields should exist, and that they should travel at a speed which turned out to be equal to the speed of light! (within experimental uncertainties in electromagnetic experiments and in the speed of light)
 
  • #54
I don't think there is an easy answer for this. I believe a full understanding would involve getting into the basic relationships of electric and magnetic fields and how they depend upon frames of references.
 
  • #55
jtbell said:
How does a charge produce an electric field?
How does a current produce a magnetic field?
All these come out of Maxwell's equations, which are a starting point for classical electromagnetism as Newton's laws of motion are a starting point for classical mechanics.
Maxwell's equations are way more difficult than my level, I was just seeking for a basic explanation.
 
  • #56
Maxwell's equations are the basic explanation. Sorry. :cry:
 
  • #57
jtbell said:
Maxwell's equations are the basic explanation. Sorry. :cry:
I understand how an emf is induced when a wire cuts magnetic flux lines.
The motion of the electrons with the wire induces a magnetic field which interferes with external magnetic field so the electrons are forced to move along the wire, leading to the accumulation of the electrons at one end of the wire, creating a potential difference. I thought that induction in coils should be somehow similar to induction in a wire cutting flux lines.
 
  • #59
ElmorshedyDr said:
But isn't Bvq the main reason for induction ??

Bvq is also a reason for induction
There is also other case where the emf is induced due to rate of change of area
 
  • #60
Maxwell's equations apply to all stationary e-m phenomena, including how a change in B generates an emf. They are based on EXPERIMENTAL EVIDENCE and must be accepted. There is no other way to explain induction in non-moving media.

Bvq is the magnetic force on a charge in motion. The emf = Blv law stems directly from that. (Simplified, E = emf/l = F/q = qvB/q so emf = Blv).

Maxwell's equation on which stationary-media emf generation is based is ∇xE = -∂B/∂t.
But for moving media this has to be expanded to ∇xE = ∇x(vxB) - ∂B/∂t. The Blv term comes from the first term on the right.

I know you don't have the math background to understand these equations but you should at least be able to appreciate the fact that there are two separate induction mechanisms for generating an emf.
 
  • #61
Can anyone explain me about divergence theorem
 

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