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- W52505510 abstract "A separable two-body t-matrix brings about considerable simplification in the three-body equations. While the separability of the t-matrix is automatic for non-local separable potentials, some separable approximation has to be used in the case of local potentials. One such approach is the unitary pole approximation (UPA), which has recently been shown to correspond to the one-term approximation of the unitary pole expansion (UPE) for the off shell elements of the t-matrix. The condition of unitarity is satisfied by UPE in all orders, and this expansion has been found to be fairly convergent in the case of various local potentials with and without soft-cores. The binding energy of a three particle system with particles interacting in pairs through a Herzfeld potential is found to be 7.96 MeV, which may be compared with the value 8.13 MeV, obtained through an exact calculation for the same potential involving the solution of two-dimensional integral equations. That agreement points to the effectiveness of the UPA for hard-core potentials." @default.
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- W52505510 date "1972-01-01" @default.
- W52505510 modified "2023-10-05" @default.
- W52505510 title "NON-VARIATIONAL CALCULATION OF THE TRITON BINDING ENERGY WITH HARD-CORE SPIN-DEPENDENT LOCAL POTENTIALS" @default.
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- W52505510 doi "https://doi.org/10.1016/b978-0-444-10439-7.50080-9" @default.
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