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Spectrum and Wave Functions of the С2v Symmetric Two-Dimensional Schroedinger Equation


A.N. Lukjanenko, N.A. Chekanov

A self-consistent basis method for solution of the С2v symmetric two-dimensional Schroedinger equation that potential energy surface has two local minimuma and single saddle point is developed. By means of constructed symbol-numeric Maple program for this equation the some energy levels and wave functions are obtained

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