A diatomic molecule has a rotational constant of 8.0 cm-1, and vibrational frequency of 1200 cm-1. What is the energy of the state with v = 1 and j = 6 relative to the lowest energy state, E = E(v=0,j=0)?

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A diatomic molecule has a rotational constant of 8.0 cm-1, and vibrational frequency of 1200 cm 1. What is the energy of the state with v = 1
and j = 6 relative to the lowest energy state, E = E(v=0,j=0)?
0
Transcribed Image Text:A diatomic molecule has a rotational constant of 8.0 cm-1, and vibrational frequency of 1200 cm 1. What is the energy of the state with v = 1 and j = 6 relative to the lowest energy state, E = E(v=0,j=0)? 0
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Vibrational frequency:

Thus, bond strength, as well as reduced mass are two factors that affect the value of vibrational frequency and wave number. When the binding strength is increased, as well as when the system's lowered mass is decreased, a band's vibrational frequency rises. due to fluorine's stronger electronegativity when compared to O-H as well as C-H.

 

 

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