1.

Which of these is the vibrational rate equation?

A. \(\frac {de_{vib}}{dt} = \frac {1}{τ}\)(e\(_{vib}^{eq}\) – evib)b) τ = \(\frac {1}{k_{1, 0} (1 – e^{- hv/kT} )}\) c) evib = τ(e\(_{vib}^{eq}\) – evib)d) \(\frac {de_{vib}}{dt}\) = \(\frac {1}{τ}\)(e\(_{vib}^{eq}\) – evi
B. τ = \(\frac {1}{k_{1, 0} (1 – e^{- hv/kT} )}\)
C. evib = τ(e\(_{vib}^{eq}\) – evib)
D. \(\frac {de_{vib}}{dt}\) = \(\frac {1}{τ}\)(e\(_{vib}^{eq}\) – evib)
Answer» B. τ = \(\frac {1}{k_{1, 0} (1 – e^{- hv/kT} )}\)


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