Solve the Heisenberg equations of motion for the momentum and position of a harmonic oscillator: Verify that
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Solve the Heisenberg equations of motion for the momentum and position of a harmonic oscillator:Verify that the expectation values evolve in time like those for a classical harmonic oscillator; that is, they oscillate sinusoidally in time with angular frequency ω.
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d dt d dt P) ₁0 (9) ₁-0 -([A₂P])) ħ ħ
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The Heisenberg equations of motion describe how the expectation values of observables change over ti...View the full answer
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