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A question about Faraday's law

  1. Sep 26, 2008 #1
    My question is about the system in the picture. There is an upwards force which acts on the ring. My problem is that I don't see how it comes about. I mean, suppose that at time t, the current through the coil flows counterclockwise and is increasing. So there is an increasing, upward pointing magnetic field through the ring. That should induce a current on it in a clockwise direction. But then, according to the Lorentz force equation, the force on the ring should be sideways, isn't it? I mean it dosen't make sense that the force will be in the same direction as the magnetic field anyway, because [tex]\vec F = q(\vec{v} \times \vec{B})[/tex], so it has to be perpendicular to both v and B.

    So how is that force created?

    Thanks in advance,

    Lior
     

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  2. jcsd
  3. Sep 26, 2008 #2

    ibc

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  4. Sep 26, 2008 #3
    Oh, I get it - because B has a component parallel to the ring. Thanks!
     
  5. Sep 27, 2008 #4
    k3d
    "google sketchup"
     
  6. Sep 27, 2008 #5
    No... B has a components perpendicular to the ring. In the region of the ring, B has both radial and axial components.
     
  7. Sep 28, 2008 #6
    This is actually a very interesting question, guys.

    With an infinitely long core, the B field will be purely axial, following along the core. the Lorenz force on the charges moving in the ring are anti-radial--directed inward. So is the ring repelled in this case?? I dont think so. There's no preferred axial direction. But at the end of the core, or the end of a solenoid, the field diverges outward, radially. This would seem to be the cause for the ring being repelled.

    Remember, this only works for an AC current in the coil. From what I can deduce, the changing flux passing through the ring induces a circumpherential electric field inducing a current in the loop. But the radial component of the magnetic field in the region of the ring acts under the Lorentz force,

    F_z = q v_phi B_r

    to push the ring away.

    Any Yays, or Nays, your just another lunatic on the internet?
     
    Last edited: Sep 28, 2008
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