Here's a variation on the long discussed question of whether or not a magnetic field rotates with a magnet. Interestingly, people who have tried experiments to prove that one way or the other have often ALSO found that DC solenoids as source magnets in their experiments always seem to give the same results as permanent magnets.
So how about that? Say you had two parallel electron beams where both had the electrons traveling forward as identical velocities, v. The usual freshman physics thing is that we have two wires and when the currents are in the same direction, the wires attract each other. The idea is that the current in each wire creates a magnetic field at the other wire which the moving electrons making up the current pass through. This generates qV X B forces that cause the wires to move together.
Wires are sort of a complex case due to drift velocities and electrons bouncing around etc. But two electron beams is straight-forward. Are two parallel electron beams attracted to each other? If so, this suggests that when electrons move along the magnetic field is sort of "peeled off " and left stationary behind them. If the magnetic field MOVES with the traveling electrons, then clearly the B field generated about one beam has no relative motion with respect to the second beam and no attractive qVxB forces can be generated.
Personally, I don't recall ever seeing any "self-focusing" effects with electron beams of any energy. That seems to imply that the fields move WITH the electrons which also agrees with the solenoid = perm. magnet results. This seems like it might be some proof for the age- old question of whether magnetic fields rotate with a magnet.
What do you guys think? Anybody here have lots of experience with how electron beams act at various energies?
Benj