Consider the 'H35CI molecule. Assume that the vibrational motion of the molecule can be modeled as a harmonic oscillator with a force constant 480 N/m. The molecule is originally in its N3D4 excited vibrational state and transitions to the ground vibrational state, emitting a photon. Now consider an identical molecule, but where the hydrogen is replaced by Tritium (H). If this new molecule undergoes the same transition as 'H35CI, calculate the magnitude of the energy difference between the energies of the emitted photons. Enter your final answer of the energy difference in eV (enter your final answer as a positive number).

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Consider the 'H3°CI molecule. Assume that the vibrational motion of the molecule can be modeled as a harmonic
ocillator with a force constant 480 N/m. The molecule is originally in its N3D4 excited vibrational state and
transitions to the ground vibrational state, emitting a photon. Now consider an identical molecule, but where the
hydrogen is replaced by Tritium (H). If this new molecule undergoes the same transition as H35CI, calculate the
magnitude of the energy difference between the energies of the emitted photons. Enter your final answer of the
energy difference in eV (enter your final answer as a positive number).
Transcribed Image Text:Consider the 'H3°CI molecule. Assume that the vibrational motion of the molecule can be modeled as a harmonic ocillator with a force constant 480 N/m. The molecule is originally in its N3D4 excited vibrational state and transitions to the ground vibrational state, emitting a photon. Now consider an identical molecule, but where the hydrogen is replaced by Tritium (H). If this new molecule undergoes the same transition as H35CI, calculate the magnitude of the energy difference between the energies of the emitted photons. Enter your final answer of the energy difference in eV (enter your final answer as a positive number).
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