Convergence of generalized spherical harmonic expansions in the three nucleon bound state
作者： T.R. Schneider
DOI: 10.1016/0370-2693(72)90545-X
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摘要: Abstract Theorems are presented on the rate of convergence approximate three nucleon binding energies obtained by expanding bound state wavefunction in a truncated generalized spherical harmonic basis. The is related to properties two-body potential.
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