Abstract
A unitary transformation is applied to the E-e Jahn-Teller problem. The eigenfunctions of the diagonal part of the transformed Hamiltonian are utilized for a Ritz diagonalization procedure. Results are given for basic sets of 12, 20 and 42 functions and compared with the respective conventional calculations. In the transformed picture the exact results are approached in a different manner than in the original one and thus the reliability of the numerical work is improved.
Received: 1979-4-28
Published Online: 2014-6-2
Published in Print: 1979-6-1
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