Nuclear Deformability and Shell Structure
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概要
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The connection between the surface rigidity of the nuclear core, which has been accounted for in terms of the surface tension of liquid drop nuclei, and its proper shell structure is discussed by using the method of the quantum mechanical description of the collective motion, which has been proposed by one of the present authors and others(§2). On the basis of such a consideration the surface rigidity of the core can be calculated, provided that the shell model is valid for the behaviour of particles forming the core(§3 and §4). The noticeable features of our results obtained are that the calculated values of rigidity of cores are, in general, considerably larger than those due to the hydrodynamical estimation, and are closely related to the proper shell structures of cores(§4). Such a characteristic variation of the rigidity of cores is discussed in detail by comparing with the quadrupole moments of the "core±one extra-particle type" nuclei. Theoretical quadrupole moments thus obtained finely explain the observed values which have been noticed to depend on the shell structure(§5). Some discussions are devoted to the rigidity of a core with large deformation(§6).
- 理論物理学刊行会の論文
著者
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Marumori Toshio
Research Institute For Fundamental Physics Kyoto University
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Suekane Shota
Department Of Physics Faculty Of Science Osaka City University
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Yamamoto Atsuko
Institute For Theoretical Physics Nagoya University
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YAMAMOTO Atsuko
Institute of Theoretical Physics, Nagoya University
関連論文
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- Surface Rigidity and Shell Structure of Nuclei
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- The First-Order E2 Core Polarization Charge of ^Ca in Woods-Saxon Shell Model
- Hamamoto's Remedy for the Band Crossing Anomalies in the Cranking Model
- Quasi-Free Proton-Proton Scattering on Deformed Nuclei
- On the Non-Axial Deformation of the Medium and Heavy Even-Even Nuclei
- The Structure of the First Excited 0^+ State of ^
- The Effect of the Electron Correlation on the Electrical Resistivity of Liquid Metals
- The Catalysis of Nuclear Fusion Reactions by μ^--Mesons
- Stability of Axially Asymmetric Nuclear Deformation
- Octupole Type Deformation of Nuclear Surface
- The Magnetic Octupole Moments of Nuclei
- The Hexadecapole Moments of Atomic Nuclei
- Effects of the Degeneracy on the Bethe-Goldstone Type Equation for ^O
- Relation between the Nuclear Collective Model and the Individual Particle Model with Configurational Mixing
- The Neck-In Dependence of the Potential Energy Surface of ^U and Asymmetric Fragmentation
- The Structure of the Lowest Excited 0^+ Rotational Band of ^O