In the regular hall effect we calculate like this
F=qE=qvB then E=vB , now we assume our conductor has width d so we multiply both sides d.
then Ed=vBd=V so now our Hall voltage is vBd v is the speed of the charge carriers and B is the magnetic field. But what if our charge carriers were moving at relativistic speeds? How would we correct our derivation. Could I just write my initial velocity in terms of momentum p=mv and then use
relativistic momentum.
F=qE=qvB then E=vB , now we assume our conductor has width d so we multiply both sides d.
then Ed=vBd=V so now our Hall voltage is vBd v is the speed of the charge carriers and B is the magnetic field. But what if our charge carriers were moving at relativistic speeds? How would we correct our derivation. Could I just write my initial velocity in terms of momentum p=mv and then use
relativistic momentum.
via Physics Forums RSS Feed http://www.physicsforums.com/showthread.php?t=703877&goto=newpost
0 commentaires:
Enregistrer un commentaire