Abstract
The resonances of some one-dimensional systems are studied in the framework of the optical potential model. Analysis of the discrepancies between the observed and exact resonance energy values shows that these differences come from the partial waves reflected upon the optical potential wall. When these disturbing waves have a small amplitude, an autocorrective procedure enables one to accurately determine the resonance energy if one only knows two approximate values of it deduced from a finite representation and the corresponding complex incoming and outgoing wave amplitudes.
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