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arXiv 0802.1611nucl-th
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从头算无核壳模型中的收敛序列

Converging sequences in the ab initio no-core shell model

C. Forssén, J. P. Vary, E. Caurier, P. Navrátil

摘要:

我们证明了在从头算无核壳模型中存在多重收敛序列。通过研究有效算子的基本理论,我们揭示了收敛的替代途径的物理基础。这导致我们提出了一个修订后的策略,用于评估在有限的模型空间中的$A$体计算的有效相互作用。我们建议,这种策略是特别有用的应用程序的核过程中,同时使用两个宇称的状态,如过渡率。我们证明了我们的策略与大规模计算轻核的效用。

英文摘要:

We demonstrate the existence of multiple converging sequences in the ab initio no-core shell model. By examining the underlying theory of effective operators, we expose the physical foundations for the alternative pathways to convergence. This leads us to propose a revised strategy for evaluating effective interactions for $A$-body calculations in restricted model spaces. We suggest that this strategy is particularly useful for applications to nuclear processes in which states of both parities are used simultaneously, such as for transition rates. We demonstrate the utility of our strategy with large-scale calculations in light nuclei.

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