According to quantum mechanics, the rotational energy levels of a rigid diatomic molecule are r +1), r=0,1,2,.. Er = where I is the molecular moment of inertia. Level r has degeneracy g, = 2r+1. Assuming ideal gas behaviour, find the most populated rotational level of CO at 20°C. The molecular moment of inertia of CO is I = 1.46 × 10-48 kg m².

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According to quantum mechanics, the rotational energy levels of a rigid diatomic molecule are
Er =
7r+1), r=0, 1,2,...
where I is the molecular moment of inertia. Level r has degeneracy g. = 2r+1. Assuming ideal gas
behaviour, find the most populated rotational level of CO at 20°C. The molecular moment of inertia
of CO is I = 1.46 × 10-48 kg m².
Transcribed Image Text:According to quantum mechanics, the rotational energy levels of a rigid diatomic molecule are Er = 7r+1), r=0, 1,2,... where I is the molecular moment of inertia. Level r has degeneracy g. = 2r+1. Assuming ideal gas behaviour, find the most populated rotational level of CO at 20°C. The molecular moment of inertia of CO is I = 1.46 × 10-48 kg m².
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