Consider an electron moving in a constant homogeneous magnetic field b b there are no other potentials present a) write down the hamiltonian (hint: canonical momentums a, where a is the vector potential b) show that if one chooses the vector potential that only has y-component, the general solution of the wave function has plane-wave form in two of the three directions. c) find the allowed energy levels
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Consider an electron moving in a constant homogeneous magnetic field b b there are no other potentia...
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