A particle of spin 1/2 and magnetic moment µ is placed in a magnetic field B = Boê + B1 cos wtî Assume that the particle is at t = 0 in the state |+). Derive the probability of finding the particle in the state |-) at time t > 0.
A particle of spin 1/2 and magnetic moment µ is placed in a magnetic field B = Boê + B1 cos wtî Assume that the particle is at t = 0 in the state |+). Derive the probability of finding the particle in the state |-) at time t > 0.
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![A particle of spin 1/2 and magnetic moment u is placed in a magnetic field
B = Boê + BỊ cos wtâ
Assume that the particle is at t
at time t> 0.
O in the state |+). Derive the probability of finding the particle in the state |-)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0be2b339-0bbd-4fa7-b968-ac8c2b34d2fa%2F96dfde21-4a4f-4645-b73b-1e99d8ed0c87%2Fxwkrj8_processed.png&w=3840&q=75)
Transcribed Image Text:A particle of spin 1/2 and magnetic moment u is placed in a magnetic field
B = Boê + BỊ cos wtâ
Assume that the particle is at t
at time t> 0.
O in the state |+). Derive the probability of finding the particle in the state |-)
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