Recent content by tavsaito

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    How can a torque be derived for a moving dipole without external fields?

    Solution: Basically were asking to prove that it wasnt possible unless taken in a relativistic regime. See the Right-Angle (Lewis-Tolman) Paradox where you can observe a torque in the moving frame but it does not result in any actual rotation
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    How can a torque be derived for a moving dipole without external fields?

    the problem is. Consider two point charges +/- q embedded on a square dielectric in the x-y plane the dielectric is a perfect insulator and the charges cannot move or be neutralized. Assume that i) the origin of the coordinates is in the center of the square and the positive and negative...
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    How can a torque be derived for a moving dipole without external fields?

    yes there are no external E or B fields i think it has to do with relativity. the one particle creates a E field in its own frame which becomes distorted when it moves allowing there to be a non parallel component.
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    How can a torque be derived for a moving dipole without external fields?

    I am at a loss for how to start this problem. t = r x F and F = q(E + v x B) i know but there is no external E or B field its just a dipole that moves with a speed v in the x direction the dipole is oriented with +q at (d,d,0) and -q @ (-d,-d,0) how do i derive a torque?
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