An electron is at rest in an oscillating magnetic field
where Bo and are constants.
(a) Construct the Hamiltonian matrix for this system.
(b) The electron starts out (at t = 0) in the spin-up state with respect to the x-axis (that is: (0) = . Determine (t) at any subsequent time. Beware: This is a time-dependent Hamiltonian, so you cannot get x(0 in the usual way from stationary states. Fortunately, in this case you can solve the time- dependent Schrodinger equation (Equation 4.162) directly.
(c) Find the probability of getting —/2, if you measure Sx. Answer:
(d) What is the minimum field (Bo) required to force a complete flip in Sx?
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