THE INTEGRATION OF THE FIRST-ORDER PERTURBED WAVE EQUATION FOR EXCITED STATES OF ONE DIMENSIONAL SYSTEMS
WISCONSIN UNIV-MADISON THEORETICAL CHEMISTRY INST
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The explicit solutions of the first-order perturbation equations for a one dimensional system can be obtained es provided that the zeroth-order wave function does not have any nodes. Methods of integrating the equations are developed for excited states where the zeroth-order wave function has nodes. One of these methods is suitable for obtaining numerical solutions.
- Quantum Theory and Relativity