Which two of the following statements are true when considering a diatomic molecule? Select one or more: O a. The v=0 level of an harmonic oscillator has an energy of 0. O b. For a harmonic oscillator the energy curve rises more slowly than the Morse potential curve at distances between the atoms of less than the equilibrium position. O c. The allowed transitions of a harmonic oscillator are Av = +/- 1 O d. For an anharmonic oscillator the energy levels are equally spaced. O e. For a harmonic oscillator the energy levels are equally spaced.

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Chapter1: Chemical Foundations
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Which two of the following statements are true when considering a diatomic molecule?
Select one or more:
a. The v=0 level of an harmonic oscillator has an energy of 0.
b. For a harmonic oscillator the energy curve rises more slowly than the Morse potential curve at distances between the
atoms of less than the equilibrium position.
O c. The allowed transitions of a harmonic oscillator are Av = +/- 1
O d. For an anharmonic oscillator the energy levels are equally spaced.
O e. For a harmonic oscillator the energy levels are equally spaced.
Transcribed Image Text:Which two of the following statements are true when considering a diatomic molecule? Select one or more: a. The v=0 level of an harmonic oscillator has an energy of 0. b. For a harmonic oscillator the energy curve rises more slowly than the Morse potential curve at distances between the atoms of less than the equilibrium position. O c. The allowed transitions of a harmonic oscillator are Av = +/- 1 O d. For an anharmonic oscillator the energy levels are equally spaced. O e. For a harmonic oscillator the energy levels are equally spaced.
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