Analytic Solutions for Hindered Rotation Quantum Problem ()
ABSTRACT
Normalizable analytic solutions of the quantum rotor problem with divergent potential are presented here as solution of the Schrödinger equation. These solutions, unknown to the literature, represent a mathematical advance in the description of physical phenomena described by the second derivative operator associated with a divergent interaction potential and, being analytical, guarantee the optimal interpretation of such phenomena.
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Ragni, M. (2024) Analytic Solutions for Hindered Rotation Quantum Problem.
Applied Mathematics,
15, 709-718. doi:
10.4236/am.2024.1510041.
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