Is Hartree-Fock self-consistency important in particle-hole calculations?
作者： D.J. Rowe
DOI: 10.1016/0370-2693(73)90508-X
关键词: Magnetic monopole 、 Nuclear structure 、 Quadrupole 、 Physics 、 Wave function 、 Hartree–Fock method 、 Harmonic oscillator 、 Random phase approximation 、 Deformation (meteorology) 、 Quantum electrodynamics
摘要: Abstract The systematic predictable effects of self-consistency in particle-hole calculations are examined. It is shown that self-consistent radial wave functions essential for monopole excitations and deformation vital the quadrupole other vibrations deformed nuclei.
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