Algebraic treatment of second Poschl-Teller, Morse-Rosen and Eckart equations
A O Barut; A Inomata; R Wilson; A O Barut; Int. Centre for Theor. Phys., Trieste, Italy; A Inomata; Int. Centre for Theor. Phys., Trieste, Italy; R Wilson; Int. Centre for Theor. Phys., Trieste, Italy
Журнал:
Journal of Physics A: Mathematical and General
Дата:
1987-09-11
Аннотация:
The method of an earlier paper (see ibid., vol.20, p.4075 (1987)) is applied to the non-compact case to solve a family of second Poschl-Teller Morse-Rosen and Eckart equations with quantised coupling constants. Both discrete and continuous spectra, bound state and scattering wavefunctions (transmission coefficients) are found from the matrix elements of group representations,.
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