作者: R Yekken , R J Lombard
DOI: 10.1088/1751-8113/43/12/125301
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摘要: The properties of the wave equation are studied in case energy-dependent potentials for bound sates. nonlinearity induced by energy dependence requires modification standard rules quantum mechanics. These modifications briefly recalled. Analytical and numerical solutions given three-dimensional space power-law radial shape with a linear dependence. This last is chosen since it allows construction coherent theory. Among results, we stress saturation spectrum observed confining potentials: as numbers increase, eigenvalues reach an upper limit. Finally, problem equivalent local potential discussed. existence analytical presents good opportunity to tackle this detail.