In the Skyrme model the spectrum of multibaryon states is computed. Only the B=2 state is stable. The stability of multibaryon states in the quark model is analyzed as a function of the number of colors (N) and the number of flavors (n). It is found that the spectra of the Skyrme model and the quark model qualitatively agree if N=n=3 but disagree for an infinite number of colors or flavors.
Multibaryons in Skyrme and quark models
SPARANO, Giovanni
1985
Abstract
In the Skyrme model the spectrum of multibaryon states is computed. Only the B=2 state is stable. The stability of multibaryon states in the quark model is analyzed as a function of the number of colors (N) and the number of flavors (n). It is found that the spectra of the Skyrme model and the quark model qualitatively agree if N=n=3 but disagree for an infinite number of colors or flavors.File in questo prodotto:
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