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  Analysis of the generalized Stueckelberg method of non-adiabatic transitions
 
 
Title: Analysis of the generalized Stueckelberg method of non-adiabatic transitions
Author: Bandrauk, Andre D.
Miller, William H.
Appeared in: Molecular physics
Paging: Volume 38 (1979) nr. 6 pages 1893-1907
Year: 1979-12
Contents: The generalized Stueckelberg model of non-adiabatic transitions is applied to the linear curve crossing problem. It is shown that the theory can be analytically continued for all energies, thus reproducing the adiabatic asymptotic formulae derived by the Nikitin school for the Landau-Zener model. Comparisons are made with exact numerical calculations and excellent agreement is obtained in the adiabatic regime. The method is less accurate for low energies in the intermediate non-adiabatic coupling region.
Publisher: Taylor & Francis
Source file: Elektronische Wetenschappelijke Tijdschriften
 
 

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