欢迎登录材料期刊网

材料期刊网

高级检索

传统壳模型存在的一个主要问题是计算过于复杂以致无法进行. 随着计算机计算能力的空前提高, 现在已经可以进行极大规模的壳模型计算. 然而, 还不清楚这种计算对于深入理解物理问题是否有实际帮助. 况且, 对于组态空间可达1014-1018维的中重核, 当前的计算机能力还达不到. 因此对中重核仍需研究如何把巨大的模型空间截断到最佳的可操作子空间的问题. 近来提出的配对壳模型给出了一个很有用的方法, 其它截断模型可归入它的特殊情况. 与此同时, 从现实有效二体相互作用出发进行壳模型多体计算方面也正在取得巨大的进展.

参考文献

[1] Pan Xingwang, Feng Dahsuan, Vallières Michel ed. Contemporary Nuclear Shell Models [C]. Proceedings of the International Workshop, April 29-30, 1996, Philadelphia, PA, USA. Springer-Verlag, 1997.
[2] Oganessian Yu Ts, Kalpakchieva R ed. Shells-50 Years [C]. Proceedings of 49th International Meeting on Nuclear Spectroscopy and Nuclear Structure, April 21-24, 1999, Dubna, Russia. Singapore: World Scientific, 2000.
[3] 申虹, 李磊, 宁平治. 相对论核多体研究进展 [J]. 原子核物理评论, 2000, 17(4): 195.
[4] 李磊, 宁平治. 现代核子-核子势 [J]. 原子核物理评论, 2000, 17(2): 63.
[5] Otsuka T, Honma M, Mizusaki T. Shell Model for Large Systems and Quantum Monte Carlo Diagonalization Method [C]. Proceedings of the International Workshop, April 29-30, 1996, Philadelphia, PA, USA, Springer-Verlag, 1997, 133.
[6] Vallières Michel, Novoselsky Akiva. Drexel University Shell Model (DUSM) Algorithm [J]. Nucl Phys, 1994, A570 (1,2): 345c.
[7] Etchegoyen A, Rae W D M, Godwin N S, et al. The Computer Code OXBASH [J]. MSU-NSCL Report, 1988, 524.
[8] Caurier E. Computer Code ANTONE [J]. CRN, Strasbourg, 1989.
[9] Caurier E, Nowacki F, Poves A, et al. Shell Model Studies of the Double Beta Decays of 76Ge, 82Se and 136Xe [J]. Phys Rev Lett, 1996, 77(10): 1 954.
[10] Caurier E, Poves A, Zuker A P. Nuclear Structure of Light Nuclei far from Stability: Experiment and theory [C]. In: Klotz G ed. Proceedings of the Workshop, Obernai, CRN, Strasburg, 1989.
[11] Zuker A P. On the Microscopic Derivation of a Mass Formula [J]. Nucl Phys, 1994, A576: 65.
[12] Caurier E, Poves A, Zuker A P. Missing and Quenched Gamow-Teller Strength [J]. Phys Rev Lett, 1995, 74(9): 1 517.
[13] Martinez-Pinedo G, Zuker A P, Poves A, et al. Full pf Shell Study of A=47 and A=49 Nuclei [J]. Phys Rev, 1997, C55 (1): 187.
[14] Zheng D C, Vary J P, Barrett B R. Exact Solutions of Model Hamiltonian Problems with Effective Interactions [J]. Nucl Phys, 1993, A560: 211.
[15] Jaqua L, Halse P, Barrett B R, et al. Effective Shell-model Interaction for No-core Model Spaces [J]. Nucl Phys, 1994, A571(2): 242.
[16] Zheng D C, Berrett B R, Vary J P, et al. Auxiliary Potential in No-core Shell-model Calculations [J]. Phys Rev, 1995, C51(5): 2 471.
[17] Zheng D C, Berrett B R, Vary J P, et al. Large-basis Shell Model Studies of Light Nuclei with a Multivalued G-matrix Effective Interaction [J]. Phys Rev, 1995, C52(5): 2 488.
[18] Zelevinsky V, Brown B A, Frazier N, et al. The Nuclear Shell Model as a Testing Ground for Many-body Quantum Chaos [J]. Phys Rep, 1996, 276(2,3): 85.
[19] Caurier E, Gmez J M G, Manfredi V R, et al. Quantum Chaos in A=46-50 Atomic Nuclei [J]. Phys Lett, 1996, B365: 7.
[20] Andreozzi F, Coraggio L, Covello A, et al. Structure of Neutron-rich Nuclei Around 132Sn [J]. Phys Rev, 1997, C56(1): R16.
[21] Navratil P, Vary J P, Barrett B R. Large-basis ab initio No-core Shell Model and Its Application to 12C [J]. Phys Rev, 2000, C62: 054311, 1.
[22] Anderson B D, Chittrakarn T, Baldwin A R, et al. Particle-hole Strength Excited in the 48Ca(p,n)48Sc Reaction at 134 and 160 MeV: Gamow-Teller strength [J]. Phys Rev, 1985, C31(4): 1 161.
[23] Zuker A P. Large Scale Shell Model Calculations: The physics in and the physics out [C]. Proceedings of the International Workshop, April 29-30, 1996, Philadelphia, PA, USA. Springer-Verlag, 1997, 93.
[24] Dukelsky I, Pittel S, Dimitrora, et al. Density Matrix Re- normalization Group Method Large-scale Nuclear Shell Model Calculations [J]. Phys Rev, 2002, C65: 054319, 1.
[25] Johnson C W, Koonin S E, Lang G H, et al. Monte Carlo Methods for the Nuclear Shell Model [J]. Phys Rev Lett, 1992, 69(22): 3 157.
[26] Ormand W E, Dean D J, Johnson C W, et al. Demonstration of the Auxiliary-field Monte Carlo Approach for sd-shell Nuclei [J]. Phys Rev, 1994, C49(3): 1 422.
[27] Honma M, Mizusaki T, Otsuka T. Diagonalization of Hamiltonians for Many-body Systems by Auxiliary Field Quantum Monte Carlo Technique [J]. Phys Rev Lett, 1995, 75(7): 1 284.
[28] Honma M, Mizusaki T, Otsuka T. Nuclear Shell Model by the Quantum Monte Carlo Diagonalization Method [J]. Phys Rev Lett, 1996, 77(16): 3 315.
[29] Mizusaki T, Honma M, Otsuka T. Quantum Monte Carlo Diagonalization with Angular Momentum Projection [J]. Phys Rev, 1996, C53(6): 2 786.
[30] Koonin S E, Dean D J, Langanke K. Shell Model Monte Carlo Methods [J]. Phys Rep, 1997, 278: 1.
[31] Langanke K, Dean D J, Radha P B, et al. Shell-model Monte Carlo Studies of fp-shell Nuclei [J]. Phys Rev, 1995, C52(2): 718.
[32] Dean D J, Koonin S E, Langanke K, et al. Thermal Properties 54Fe [J]. Phys Rev Lett, 1995, 74(15): 2 909.
[33] White J A, Koonin S E, Dean D J. Shell Model Monte Carlo Investigation of Rare-earth Nuclei [J]. Phys Rev, 2000, C61: 034303, 1.
[34] Elliott J P. Shell Model and Nuclear Structure: Where do we stand [C]? Proceedings of the International Seminar, 1988, Capri. In: Covello A ed. Singapore: World Scientific, 1989, 13; 赵玉民(译文). 壳模型的综述\. 核物理动态, 1991, 8(4): 17.
[35] Jiang M F, Machleidt R, Stout D B, et al. Bonn Potential and sd-shell Nuclei [J]. Phys Rev, 1992, C46(3): 910.
[36] Engeland T, Hjorth-Jensen M, Holt A, et al. Structure of Neutron Deficient Sn Isotopes [J]. Phys Rev, 1993, C48 (2): R535.
[37] Hjorth-Jensen M, Kuo T T S, Osnes E. Realistic Effective Interactions for Nuclear Systems [J]. Phys Rep, 1995, 261: 125.
[38] Andreozzi F, Coraggio L, Covello A, et al. Structure of Neutron-rich Nuclei Around 132Sn [J]. Phys Rev, 1997, C56 (1): R16.
[39] Coraggio L, Covello A, Gargano A, et al. Bonn Potential and Shell-model Calculations for 206,205,204Pb [J]. Phys Rev, 1998, C58(6): 3 346.
[40] Bonger S, Kuo T T S, Coraggio L. Low Momentum Nucleon-nucleon Potentials with Half-on-shell T-matrix Equivalence [J]. Nucl Phys, 2001, A684: 432.
[41] Bogner S, Kuo T T S, Coraggio L, et al. Low Momentum Nucleon-nucleon Potential and Shell Model Effective Interactions [J]. Phys Rev, 2002, C65: 051301R, 1.
[42] Honma M, Otsuka T, Brown B A. Effective Interaction for pf-shell Model [J]. Phys Rev, 2002, C65: 061301R, 1.
[43] Covello A, Andreozzi F, Coraggio L, et al. Highlights of Modern Nuclear Structure [C]. Proceedings of the Sixth International Spring Seminar on Nuclear Physics, May 18-22, 1998, S Agata sui due Golfi, Italy. In: Covello A ed. Singapore: World Scientific, 1999.
[44] Covello A, Coraggio L, Gargano A, Itaco N. Nucleon-nucleon Interaction and Nuclear Structure Calculations [C]. Perspectives in Nuclear Physics. Proceedings of the International Conference. In: Hamilton J H, Carter H K, Piercey R B ed. Singapore: World Scientific, 1999. 247.
[45] Iachello F, Arima A. The Interacting Boson Model [M]. Cambridge: Cambridge University Press, 1987.
[46] Arima A, Iachello F. Interacting Boson Model of Collective Nuclear States: The vibrational limit [J]. Ann Phys, 1976, 99: 253.
[47] Arima A, Iachello F. Interacting Boson Model of Collective Nuclear States: The rotational limit [J]. Ann Phys, 1978, 111: 201.
[48] Iachello F, Talmi I. Shell-model Foundations of the Interacting Boson Model [J]. Rev Mod Phys, 1987, 59(2): 339.
[49] Klein A, Marshalek E R. Boson Realizations of Lie Algebras with Applications to Nuclear Physics [J]. Rev Mod Phys, 1991, 63(2): 375.
[50] Ko C M, Kuo T T S, McGrory J B. Weak-coupling Model for 212Pb and 204Pb [J]. Phys Rev, 1973, C8(6): 2 379.
[51] McGrory J B. Shell-model Tests of the Interacting-Boson-model Description of Nuclear Collective Motion [J]. Phys Rev Lett, 1978, 41(8): 533.
[52] Wu Chengli, Feng Da Hsuan, Chen Xuangen, et al. Fermion Dynamical Symmetry Model of Nuclei: Basis, hamiltonian, and symmetries [J]. Phys Rev, 1987, C36(3): 1 157.
[53] Chen Hsitseng, Feng Da Hsuan, Wu Chengli. Optimum Pair Basis in the Nuclear Shell Model [J]. Phys Rev Lett, 1992, 69(3): 418.
[54] Chen Jinquan. Nucleon-pair Shell Model: Formalism and special cases [J]. Nucl Phys, 1997, A626(3): 686.
[55] Chen Jinquan, Chen Bingqing, Klein Abraham. Factorization of Commutators: The wick theorem for coupled operators [J]. Nucl Phys, 1993, A554(1): 61.
[56] Chen Jinquan. The Wick Theorem for Coupled Fermion Clusters [J]. Nucl Phys, 1993, A562 (2): 218.
[57] Chen Jinquan, Luo Yanan. Nucleon-pair Shell Model: The effects of the SD pair structure on collectivity of low-lying states [J]. Nucl Phys, 1998, A639(3,4): 615.
[58] Luo Yanan, Chen Jinquan. Shell Model Calculation in the S-D Subspace [J]. Phys Rev, 1998, C58(1): 589.
[59] Luo Yanan, Chen Jinquan, Draayer J P. Nucleon-pair Shell Model Calculations of the Even-even Xe and Ba Nuclei [J]. Nucl Phys, 2000, A669(1,2): 101.
[60] Zhao Y M, Yamaji S, Yoshinaga N, et al. Nucleon Pair Approximation of the Nuclear Collective Motion [J]. Phys Rev, 2000, C62: 014315, 1.
[61] Zhao Y M, Yoshinaga N, Yamaji S, et al. Relationship between the Fermion Dynamical Symmetric Model Hamiltonian and Nuclear Collective Motion [J]. Phys Rev, 2000, C62: 024322, 1.
[62] Luo Y A, Chen J Q, Feng T F, et al. Neutron-proton Quadrupole Interaction in the Nucleon-pair Shell Model [J]. Phys Rev, 2001, C64: 037303, 1.
[63] Luo Y A, Zhang X B, Pan F, et al. Magnetic Excitations in the Nucleon-pair Shell Model [J]. Phys Rev, 2001, C64: 047302, 1.
[64] Zamick L, Sharon Y Y, Aroua S, et al.Towards a Selfconsistent Shell Model [J].Phys Rev, 2002, C65: 054321, 1.
[65] Rashdan M. Structure of Exotic Nuclei and Superheavy Elements in Relativistic Shell Model [J]. Phys Rev, 2001, C63: 044303, 1.
[66] Gueorguiev V G, Oraand W E, Johnson C W, et al. Mixed-mode Shell-model Theory for Nuclear Structure Studies [J]. Phys Rev, 2002, C65: 024314, 1.
[67] Kuo T T S, Müther H, Amir-Azimi-Nili K. Realistic Effective Interactions for Halo Nuclei [J]. Nucl Phys, 1996, A606: 15; Erratum. Ibid. 1996, A611: 587.
[68] Tzeng Y H, Tzeng S Y T, Kuo T T S, et al. Particle-hole Folded-diagram Calculations of the Hypernucleus 16ΛO Using Meson-exchange Interactions [J]. Phys Rev, 1999, C60: 044305, 1.
[69] Sun Yang, Wu Chengli, Bhatt Kumar. Scissors-mode Vibrations and the Emergence of SU(3) Symmetry from the Projected Deformed Mean Field [J]. Phys Rev Lett, 1998, 80(4): 672.
[70] Bender E, Schmid K W, Faessler A. A Multi-configuration Mixing Approach with Symmetryprojected Complex Hartree-Fock-Bogoliubov Determinants [J]. Nucl Phys, 1996, A596(1): 1.
[71] Frauendorf S, Reif J, Winter G. Shell Model Study of Shears Bands in Light Pb Nuclei [J]. Nucl Phys, 1996, A601: 41.
[72] Wu C L. Shell Model for Heavy Nuclei [C]. Proceedings of the International Workshop on Nuclear Many-body Problem and Sub-nucleonic Degrees of Freedom in Nuclei. July 2-8, 2001, Jilin University, Changchun, China.
[73] Raduta A A, Escuderos A, Guerra E M. Description of Collective Magnetic States Within a Spherical Single Particle Basis [J]. Phys Rev, 2002, C65: 024312, 1.
[74] Popa G, Hirsch J G, Draayer J P. Shell Model Description of Normal Parity Bands in Even-even Heavy Deformed Nuclei [J]. Phys Rev, 2000, C62: 064313, 1.
[75] Higashiyama K, Yoshinaga N, Tanabe K. Shell Model Study of Backbending Phenomena in Xe Isotopes [J]. Phys Rev, 2002, C65: 054317, 1.
[76] Mizusaki T, Otsuka T, Honma M, et al. Spherical-deformed Shape Coexistence for the pf Shell in the Nuclear Shell Model [J]. Phys Rev, 2001, C63: 044306, 1.
[77] Sarkar S, Sarkar M S. Shell Model Study of Neutron-rich Nuclei Near 132Sn [J]. Phys Rev, 2001, C64: 014312, 1.
[78] Tan Yuhong, Luo Yanan, Cai Chonghai, et al. Shell Model Analysis of Ξ-hypernuclei Spectra for Mass A=12 and A=16. Chin Phys Lett, 2000, 17(6): 401.
[79] Kuo T T S, Müther H, Amir-Azimi-Nili K. Realistic Effective Interactions for Halo Nuclei [J]. Nucl Phys, 1996, A606: 15; Erratum. Ibid. 1996, A611: 587.
[80] Elliott J P. Shell Model and Nuclear Structure: Where do we stand [C]? Proceedings of the International Seminar, 1988, Capri. In: Covello A ed. Singapore: World Scientific, 1989, 13; 赵玉民(译文). 壳模型的综述\. 核物理动态, 1991, 8(4): 17.
[81] Elliott J P. Shell Model and Nuclear Structure: Where do we stand [C]? Proceedings of the International Seminar, 1988, Capri. In: Covello A ed. Singapore: World Scientific, 1989, 13; 赵玉民(译文). 壳模型的综述\. 核物理动态, 1991, 8(4): 17.
上一张 下一张
上一张 下一张
计量
  • 下载量()
  • 访问量()
文章评分
  • 您的评分:
  • 1
    0%
  • 2
    0%
  • 3
    0%
  • 4
    0%
  • 5
    0%