首页> 美国政府科技报告 >IBA For Novice Experimentalists. I. Introduction to IBA: Mostly Symmetries. II. Tests in Even-Even Nuclei: Mostly Transitional Systems. III. Supersymmetries: Theory and Experiment
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IBA For Novice Experimentalists. I. Introduction to IBA: Mostly Symmetries. II. Tests in Even-Even Nuclei: Mostly Transitional Systems. III. Supersymmetries: Theory and Experiment

机译:IBa对于新手实验者。 I. IBa简介:主要是对称性。 II。 Even-Even Nuclei中的测试:主要是过渡系统。 III。超对称性:理论与实验

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The report contains the notes from a series of lectures on the Interacting Boson Approximation (IBA) model. The lectures were presented at Lawrence Livermore National Laboratory on July 28, 30 and August 1, 1982 by Jolie A. Cizewski from Yale University. The IBA was developed by F. Iachello and A. Arima starting about seven years ago to understand collective quadrupole excitations in medium and heavy mass nuclei away from closed shells. Since then the formalism has been extended to odd-mass nuclei and considerable work has gone into understanding the microscopic construction of the bosons in this model. The IBA has been applied to nuclei as light as Zn and Ge and as heavy as U and Pu; to nuclei near closed shells, such as Mo and Hg; to stable nuclei and nuclei far from stability. The present lectures were designed to give the experimentalist an introduction to the IBA and to give specific examples of how it could be applied to understand the structure of heavy even and odd mass nuclei. Much of the emphasis was on the symmetries (and supersymmetries) of the model and how the use of symmetries enabled the relatively straightforward understanding of empirical systems as deviations from these symmetries. The richness of possible applications of the IBA to understanding collective phenomena in nuclei was not fully explored, but rather a few illustrative examples were selected and described in detail. The references, accumulated at the end of this report, provide a more comprehensive, although not complete, list of tests of the IBA in even mass nuclei and the new symmetries in odd mass nuclei. The references also list the main theoretical papers which provide the details of the IBA formalism. (ERA citation 07:055502)

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