1. The equipartition theorem states that "each degree of freedom contributes k,T to the energy of a system". Suppose there are n moles of diatomic gas and for each diatomic molecule, there are 3 degrees of freedom in translational, 1 degree of freedom in rotational, and 1 degree of freedom in vibrational. What is the internal energy of diatomic gas by utilizing the theorem?

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1. The equipartition theorem states that "each degree of freedom contributes k,T to the energy of a
system". Suppose there are n moles of diatomic gas and for each diatomic molecule, there are 3 degrees of
freedom in translational, 1 degree of freedom in rotational, and 1 degree of freedom in vibrational. What is
the internal energy of diatomic gas by utilizing the theorem?
Transcribed Image Text:1. The equipartition theorem states that "each degree of freedom contributes k,T to the energy of a system". Suppose there are n moles of diatomic gas and for each diatomic molecule, there are 3 degrees of freedom in translational, 1 degree of freedom in rotational, and 1 degree of freedom in vibrational. What is the internal energy of diatomic gas by utilizing the theorem?
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