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Show that at high temperature, such that kgT >> ħw, the partition function of the simple harmonic oscillator is approximately Z - (Bħw)¯. Hence find U, C, F and S at high temperature. Repeat the problem for the high temperature limit of the rotational energy levels of the diatomic molecule for which Z - (Bħ²/21)-1

Show that at high temperature, such that kgT >> ħw, the partition function of the simple harmonic oscillator is approximately Z - (Bħw)¯. Hence find U, C, F and S at high temperature. Repeat the problem for the high temperature limit of the rotational energy levels of the diatomic molecule for which Z - (Bħ²/21)-1

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Show that at high temperature, such that kgT >> ħw, the partition function of the simple harmonic oscillator is approximately Z- (Bhw)1. Hence find U, C, F and S at high temperature. Repeat the problem for the high temperature limit of the rotational energy levels of the diatomic molecule for which Z = (ßh?/21)-1
Transcribed Image Text:Show that at high temperature, such that kgT >> ħw, the partition function of the simple harmonic oscillator is approximately Z- (Bhw)1. Hence find U, C, F and S at high temperature. Repeat the problem for the high temperature limit of the rotational energy levels of the diatomic molecule for which Z = (ßh?/21)-1
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