Term Series for a Rotating-Vibrating Diatomic Molecule by Perturbation

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Abstract
Expressions for the most important terms for the energy of a rotating-vibrating diatomic molecule as a function of the coefficients of its potential energy, expressed as a power series, have been deduced by perturbation theory. The perturbation polynomials defined in this theory also enable one quickly and easily to calculate to a high order of accuracy the energy levels associated with any one-dimensional oscillator with a smooth, single-minimum potential.

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