Instanton theory for the tunneling splitting of low vibrationally excited states.
We develop the instanton theory for calculating the tunneling splitting of excited states. For the case of low vibrational quantum states we derive a canonically invariant formula which is applicable to a multidimensional system of arbitrary Riemannian metric. The effect of multidimensionality in relation to the vibrational excitation is explained in terms of the effective frequencies along the instanton trajectory. The theory is demonstrated to work well by taking HO2 molecule as an example.
Mil'nikov
Gennady V
GV
Department of Theoretical Studies, Institute for Molecular Science, Myodaiji, Okazaki 444-8585, Japan. gena@ims.ac.jp
Nakamura
Hiroki
H
D005609:Free Radicals / Q000737:chemistry; D008962:Models, Theoretical; D011789:Quantum Theory
D005609:Free Radicals