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- W1987845534 abstract "A new approximation for the three-body collision problem is described, which allows practical calculation of elastic, inelastic, rearrangement, and breakup amplitudes. The approximation is derived from a novel form of the Lovelace-Faddeev equations in which all two-body bound states appear explicitly. It appears in practice as a simple modification of the impulse-pickup approximation, and is expected to considerably extend the useful energy range of that approximation. It is shown that unitarity is satisfied within a certain approximation, and that the submatrix of the $S$ matrix that excludes the breakup channel satisfies a unitary constraint. The symmetry requirements for identical particles can be treated rigorously, and lead to a practical simplification of the method. Numerical calculations of bound-state scattering in an exactly soluble model show encouraging results." @default.
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- W1987845534 date "1968-01-25" @default.
- W1987845534 modified "2023-09-27" @default.
- W1987845534 title "Approximation Method for Three-Body Collisions" @default.
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- W1987845534 doi "https://doi.org/10.1103/physrev.165.1587" @default.
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