Algebraic collective model and its applications

Abstract : I will review developments and applications of an algebraic version of Bohr’s collective model (BM), known as the algebraic collective model (ACM) within which fully converged calculations can be performed for a range of Hamiltonians. Examining the algebraic structure underlying the BM has clarified its relationship with the interacting boson model (IBM), with which it has related solvable limits. I will review results of comparison of the two models for the case of both axially-symmetric and triaxial rotor. Predictions for single and multi-phonon excitations of deformed nuclei will be discussed and compared with data.
Type de document :
Communication dans un congrès
International Workshop "Shapes and Dynamics of Atomic Nuclei: Contemporary Aspects" (SDANCA-15), Oct 2015, Sofia, Bulgaria. Bulgarian Journal of Physics, 42, pp.457-466, 2015
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http://hal.in2p3.fr/in2p3-01221153
Contributeur : Emmanuelle Vernay <>
Soumis le : mardi 27 octobre 2015 - 14:57:28
Dernière modification le : mardi 22 mai 2018 - 21:48:10

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  • HAL Id : in2p3-01221153, version 1

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G. Thiamova. Algebraic collective model and its applications . International Workshop "Shapes and Dynamics of Atomic Nuclei: Contemporary Aspects" (SDANCA-15), Oct 2015, Sofia, Bulgaria. Bulgarian Journal of Physics, 42, pp.457-466, 2015. 〈in2p3-01221153〉

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