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The nonrelativistic limit of the relativistic point coupling model

机译:相对论点耦合模型的非相对论极限

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We relate the relativistic finite range mean-field model (RMF-FR) to the point-coupling variant and compare the nonlinear density dependence. From this, the effective Hamiltonian of the nonlinear point-coupling model in the nonrelativistic limit is derived. Different from the nonrelativistic models, the nonlinearity in the relativistic models automatically yields contributions in the form of a weak density dependence not only in the central potential but also in the spin-orbit potential. The central potential affects the bulk and surface properties while the spin-orbit potential is crucial for the shell structure of finite nuclei. A modification in the Sky-rme-Hartree-Fock model with a density-dependent spin-orbit potential inspired by the point-coupling model is suggested. (C) 2003 Elsevier Science (USA). All rights reserved. [References: 25]
机译:我们将相对论的有限范围平均场模型(RMF-FR)与点耦合变量联系起来,并比较非线性密度相关性。由此,推导了非相对论极限下非线性点耦合模型的有效哈密顿量。与非相对论模型不同,相对论模型中的非线性自动以弱的密度依赖性形式产生贡献,不仅在中心势中而且在自旋轨道势中。中心势会影响体积和表面性质,而自旋轨道势对于有限核的壳结构至关重要。建议对Sky-rme-Hartree-Fock模型进行修改,使其具有受点耦合模型启发的与密度相关的自旋轨道势。 (C)2003 Elsevier Science(美国)。版权所有。 [参考:25]

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