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(a) The Hamiltonian Ĥ of a quantum harmonic oscillator subject to a perturbation of arbitrary strength is given by: н P2
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(a) The Hamiltonian Ĥ of a quantum harmonic oscillator subject to a perturbation of arbitrary strength is given by: н P2
(a) The Hamiltonian Ĥ of a quantum harmonic oscillator subject to a perturbation of arbitrary strength is given by: н P21 +şmw?i? + giảp + gapi 2m where g, and g2 are constants that can be complex. Re-express Ê in terms of raising and lowering operators, for the case 91 = 92, explaining your notation.
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