Assuming that all selection rules apply, approximate the rotovibrational change in energy for relaxation of the hot band (starting in w = 2) in tandem with rotational excitation from the J=8 state using ONLY the rigid rotor/harmonic oscillator model. Simplify your answer.
Assuming that all selection rules apply, approximate the rotovibrational change in energy for relaxation of the hot band (starting in w = 2) in tandem with rotational excitation from the J=8 state using ONLY the rigid rotor/harmonic oscillator model. Simplify your answer.
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energy for relaxation of the hot band (starting in w =
excitation from the J=8 state using ONLY the rigid rotor/harmonic oscillator model.
Simplify your answer.
2) in tandem with rotational"
Transcribed Image Text:Assuming that all selection rules apply, approximate the rotovibrational change in
energy for relaxation of the hot band (starting in w =
excitation from the J=8 state using ONLY the rigid rotor/harmonic oscillator model.
Simplify your answer.
2) in tandem with rotational
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