6. In the IR spectrum of 1H19F, there is an intense band at 4138.52 cm-1. Calculate: a) the fundamental vibrational frequency of HF (in Hz). b) the period of the vibration (in sec) c) the force constant (in N/m) d) the zero-point energy of HF in kcal/mol e) Assume that vibrational force constants are independent of isotopic species. Calculate the relative energy separation for the lowest two vibrational levels 2D19F.

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6. In the IR spectrum of 1H19F, there is an intense band at 4138.52 cm-1.
Calculate:
a) the fundamental vibrational frequency of HF (in Hz).
b) the period of the vibration (in sec)
c) the force constant (in N/m)
d) the zero-point energy of HF in kcal/mol
e) Assume that vibrational force constants are independent of isotopic species.
Calculate the relative energy separation for the lowest two vibrational levels
2D19F.
Transcribed Image Text:6. In the IR spectrum of 1H19F, there is an intense band at 4138.52 cm-1. Calculate: a) the fundamental vibrational frequency of HF (in Hz). b) the period of the vibration (in sec) c) the force constant (in N/m) d) the zero-point energy of HF in kcal/mol e) Assume that vibrational force constants are independent of isotopic species. Calculate the relative energy separation for the lowest two vibrational levels 2D19F.
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