Isolated exact solutions of Simple Nonadiabatic Model Hamiltonians

Autor: Reik, H. G., Kaspar, F.
Zdroj: Zeitschrift für Physik B Condensed Matter; March 1983, Vol. 51 Issue: 1 p77-83, 7p
Abstrakt: Simple Nonadiabatic Model Hamiltonians are treated in Bargmanns Hilbert space of analytical functions. In this formulation the Schrödinger equation is a system of two first order differential equations for two component wave functions. Algebraic equations for the eigenvalues of particularly simple isolated exact solutions can be found by a standard treatment of the solutions in the neighbourhood of the regular singular points of the system of differential equations.
Databáze: Supplemental Index