Titlebook: Computational Nuclear Physics 1; Nuclear Structure K. Langanke,Joachim A. Maruhn,S. E. Koonin Textbook 1991 Springer-Verlag Berlin Heidelbe

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書目名稱Computational Nuclear Physics 1影響因子(影響力)




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書目名稱Computational Nuclear Physics 1讀者反饋學科排名

灰心喪氣

Karl-Hermann Neeb,Hadi Salmasiane the aim of the calculations. The FDUO code, which we will describe below, is representative of this new trend in shell-model studies. It is designed to study nuclear collective behavior in a pair-truncated fermion space and yet it is implemented in a full shell-model-style algorithm. Furthermore i

MORT

Supersymmetry: Structure and Phenomenahe same framework [3.12–15]. Important achievements in this field include the prediction of superdeformed high-spin states (e.g. [3.12–16]) and terminating bands; these phenomena were discussed extensively [3.17] long before they were observed experimentally.

言行自由

The Hierarchy Problem and Beyond,tate in spherical nuclei by Brown, Evans, and Thouless [4.3]. Early applications to nuclear physics were partly phenomenological, owing to deficiencies in the interaction and numerical limitations in the size of the configuration space. With improved interactions and present computer resources, RPA

archaeology

The Nuclear Shell Model,e the aim of the calculations. The FDUO code, which we will describe below, is representative of this new trend in shell-model studies. It is designed to study nuclear collective behavior in a pair-truncated fermion space and yet it is implemented in a full shell-model-style algorithm. Furthermore i

Transfusion

The Cranked Nilsson Model,he same framework [3.12–15]. Important achievements in this field include the prediction of superdeformed high-spin states (e.g. [3.12–16]) and terminating bands; these phenomena were discussed extensively [3.17] long before they were observed experimentally.

Transfusion

修改

https://doi.org/10.1007/3-540-44642-7ttering data, for describing hyperons in nuclei, or for RPA vibrations of the ground-state. Thus, it is desirable to have a code optimized for speed. Such a code also provides a good example of the fast numerical techniques that are necessary for large scale applications.

Crumple

Vital-Signs

Numerical Application of the Geometric Collective Model,by its shape. From this point of view it is clear that the excitations of the nucleus within this model are vibrations and rotations. The theoretical problem is the classification of the excited states by quantum numbers. This is possible by means of group-theoretical considerations. For an extended discussion, we refer to Refs. [6.1–6].