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- W2036691973 abstract "One-dimensional scattering from two mobile rectangular potential wells in a bound state is studied in order to investigate the contributions from the overlapping-potential region. The above model is used to compare the exact solution in the fixed-scatterer approximation with the corresponding ones obtained assuming non-overlapping potentials and additivity of phase shifts. The kinematics of the fixed-scatterer and impulse approximations are also examined, and the differences are found to be still significant at intermediate energies. For non-overlapping potentials the composite scattering is completely determined in terms of the individual scattering coefficients or on-shell information, and the solution is given by a linear system of coupled algebraic equations. Unfortunately, as far as scattering information is concerned the overlapping-potential region is the interesting one, since it offers the possibility of discriminating among phase-shift-equivalent potentials and of determining the short-range behavior of the wave function. Our results suggest that the predictions provided by the non-overlapping potentials or additivity of phase-shifts assumptions deviate sufficiently from the exact result to render ambiguous the extraction of the distribution function or two-body interaction from elastic intermediate-energy scattering in terms of either of these two models." @default.
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- W2036691973 date "1973-01-01" @default.
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- W2036691973 title "Multiple Scattering and Nuclear Information" @default.
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- W2036691973 doi "https://doi.org/10.1103/physrevc.7.18" @default.
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