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基于壳模型单体密度矩阵的折叠模型质子弹性散射分析 被引量:2

Folding Model Analysis of Proton Elastic Scattering Based on the One-Body Density Matrix of Shell Model
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摘要 利用折叠模型计算得到折叠势实部并结合Koning和Delaroche光学势的虚部,计算分析了质子与^(30—40)S的弹性散射数据.通过引入Woods-Saxon势下核壳模型单体密度矩阵,消除了折叠模型计算中常用的定域近似.分析比较了定域近似对折叠势以及弹性散射截面计算的影响.计算结果与折叠模型以及JLM模型计算结果进行了比较. By using the real part of the optical potential obtained in the folding model calculation and the imaginary part of the optical potential of Koning and Delaroche, the data of the proton elastic scattering off ^30-40S are calculated and analyzed. By introducing the one-body density matrix of nuclear shell model with Woods-Saxon potential, the local approximation which is usually used in the folding model can be eliminated. The effects of the local approximation on the folding potential and the cross sections of elastic scattering are analyzed. The calculated results are compared with those of the folding model and JLM model.
出处 《高能物理与核物理》 CSCD 北大核心 2007年第2期155-161,共7页 High Energy Physics and Nuclear Physics
基金 中国工程物理研究院科学技术基金(20050208)资助~~
关键词 折叠模型 光学模型 壳模型 单体密度矩阵 弹性散射截面 folding model, optical model, shell model, one-body density matrix, elastic scattering cross section
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参考文献37

  • 1Hama S,Clark B,Cooper E D et al.Phys.Rev.,1990,C41:2737
  • 2Koning A,Delaroche J P.Nucl.Phys.,2003,A713:231
  • 3Jeukenne J P,Lejeune A,Mahaux C.Phys.Rev.,1974,C10:1391.
  • 4Jeukenne J P,Lejeune A,Mahaux C.Phys.Rev.,1977,C15:10
  • 5Sinha B.Phys.Rep.,1975,20:1
  • 6Brieva F A,Rook J R.Nucl.Phys.,1977,A291:299.
  • 7Brieva F A,Rook J R.Nucl.Phys.,1977,A291:317.
  • 8Brieva F A,Rook J R.Nucl.Phys.,1978,A297:206
  • 9Satchler G R,Love W G.Phys.Rep.,1979,55:183
  • 10Rikus L,Nakano K,von Geramb H V.Nucl.Phys.,1984,A414:413

同被引文献17

  • 1FRIEDMAN E, GAL A, BATTY C J. Density dependence in kaonic atoms[J]. Physics Letters B, 1993, 308(1/2) : 6-10.
  • 2BATTY C J, FRIEDMAN E, GALA. Density-dependent-nucleus optical potentials from global fits to atom data[J]. Nuclear Physics A, 1995, 592(4): 487-512.
  • 3BATTY C J. Strange exotic atoms[J]. Nuclear Physics A,1998,639(1/2):511c-519c.
  • 4DABROWSKI J, ROZYNEK J, ANAGNOSTATOS G S. ∑-Atoms and ∑ N Interaction[J].The European Physical Journal A,2002,14(1) : 125-131.
  • 5NOUMI H. Sigma-nucleus Interaction in Medium to Heavy Nuclei[J]. Nuclear Physics A, 2003,721 : 995c-998c.
  • 6CHENG S C , ASANO Y , CHEN M Y , et al. The theoretically calculating of K-atomic mass[J]. Nuclear Physics A,1975,234:381-393.
  • 7GALL K P, AUSTIN E,MILLER J P, et al. Precision measurements of the K-and ∑-Masses[J]. Physical Review Letters,1988,60(3) :186-189.
  • 8POWERS R J, ECKHAUSE M, GUSS P P, et al. Strong interaction effect measurements in sigma hy- peronic atoms of W and Pb[J]. Physical Review C, 1993,47(3) : 1263-1273.
  • 9FRIEDMAN E ,GALA ,BATTY C J. Density-depent Knuclear optical potentials from kaonic atom[J]. Nuclear Physics A,1994 579 : 518-538.
  • 10BATTY C J, FRIEDMAN E, GALA. Density dependence of the ∑nucleus optical potential derived form ∑-atom data[J]. Physical Letters B, 1994,335 : 273-278.

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