In its lowest quantum state, the energy of a diatomic harmonic oscillator is
A)(1/4)hf.
B)(1/2)hf.
C)hf.
D)2hf.
E)(3/2)hf.

Name: In its lowest quantum state, the energy of a diatomic harmonic oscillator is A)(1/4)hf. B)(1/2)hf. C)hf. D)2hf. E)(3/2)hf.
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Question

Quizplus · Accepted Answer

The lowest quantum state, or the ground state energy, of a diatomic harmonic oscillator is given by (1/2)hf, where h is Planck's constant and f is the frequency of the oscillator.

In Its Lowest Quantum State, the Energy of a Diatomic