Please use this identifier to cite or link to this item:https://hdl.handle.net/20.500.12259/49459
Type of publication: Tezės kituose recenzuojamuose leidiniuose / Theses in other peer-reviewed publications (T1e)
Field of Science: Fizika / Physics (N002)
Author(s): Mickevičius, Saulius
Title: Bound states of few nucleon systems
Is part of: The vital nature sign [elektroninis išteklius] : 7-th international scientific conference : abstract book. Kaunas : Vytautas Magnus university, 2013, [no. 7]
Extent: p. 70-70
Date: 2013
Abstract: A method for lower bounds calculation for the lighest atomic nuclei is introduced. The effiency of this method, which is based on factorization of the antisymmetrizer operator, is compared to the direct one.The precision of the method is teste in three and four-body calculations. Nucleons are invariant with respect to translations in space, therefore the wave functions of the selfbound systems must be translationally invariant. The best-known methods for the description of quantum systems, such as the Shell Model or the Hartree-Fock Self-Consistent Field method, produce wave functions dependent on a set of one-particle variables, thus also on the center of the mass radius-vector of the system. This shortage of mentioned methods is well known, however, the wave functions dependent on one-particle variables are very attractive because they allow a simple procedure of antisymmetrization. In our calculations [1] we use the normalized Jacobi coordinate system, known as Jacobi tree, to ensure translational invariance of many-body wave function
Internet: https://hdl.handle.net/20.500.12259/49459
Affiliation(s): Fizikos katedra
Gamtos mokslų fakultetas
Vytauto Didžiojo universitetas
Appears in Collections:Universiteto mokslo publikacijos / University Research Publications

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