Two parallel wires connected to equal alternating currents

AI Thread Summary
Two parallel wires carrying equal sinusoidal alternating currents with a phase difference of pi radians experience a varying force of attraction over time. The magnetic fields generated by the currents in opposite directions initially suggest cancellation, leading to the assumption of no force. However, the correct analysis reveals that the force does vary, and the interaction is influenced by the changing magnetic fields. The right-hand grip rule is essential for understanding the direction of the magnetic fields and forces involved. Ultimately, the problem requires a deeper exploration of the time-dependent nature of the forces between the wires.
FelaKuti
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Homework Statement



Two parallel wires connected to equal sinusoidal alternating currents with a phase difference of pi rad. How does the force of attraction vary with time (draw a graph)?

Q from here: https://isaacphysics.org/questions/parallel_plates?board=70437f0a-1ec0-46f4-b3d5-9b6de05311dd

Homework Equations



F = bqvsintheta
F = Bilsintheta

The Attempt at a Solution



I drew the wires with currents going in opposite directions due to the ACs being exactly out-of-phase. My thought is that with the right-hand grip rule, the magnetic field lines point in opposite directions and thus cancel out resulting in no force of attraction at any point but that's wrong.
 
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FelaKuti said:
My thought is that with the right-hand grip rule, the magnetic field lines point in opposite directions and thus cancel out resulting in no force of attraction at any point but that's wrong.
Is the force exerted by one wire on the other in the same direction as the magnetic field?
 
@FelaKuti : I notice that this thread has been marked solved. Has the problem really been solved to your satisfaction?
 
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