Faddeev Partial Wave Calculations With a Three Nucleon Potential for the Triton Ground State
198616 pages
Published in:
- Few Body Syst. 1 (1986) 143-158
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Abstract: (Springer)
The triton binding energy, the percentages ofS, S′, andD states, and the asymptotic normalization constants are presented for 5-, 18-, 26-, and 34-channel Faddeev calculations with some realistic two-nucleon potentials and the Tucson-Melbourne three-nucleon potential. For the two-nucleon interaction, we take the Reid soft-core, the Argonne, the Paris, and the de-Tourreil-Rouben-Sprung potentials. The convergence properties of these calculations are discussed in detail. It turns out that five-channel calculations are decisively insufficient. We also discuss some asymptotic properties, such as the asymptotic normalization constants, the charge radius, and the momentum distribution in the long-wave-length region. It is shown that these quantities do not depend on the specific dynamics of the system, but only on the binding energy.- TRITIUM: BINDING ENERGY
- ENERGY: GROUND STATE
- NUCLEON: THREE-BODY PROBLEM
- MODEL: POTENTIAL
- PARTIAL WAVE ANALYSIS
- TRITIUM: CHARGE DISTRIBUTION
- MOMENTUM SPECTRUM
- NUMERICAL CALCULATIONS
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