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- W3090214871 abstract "The global $SU(3)$ color symmetry and its physical consequences are discussed. The N{o}ther current is actually governed by the conserved matter current of color charges if the color field generated by this charge is properly polarized. The color field strength of a charge can have a uniform part due to the nontrivial QCD vacuum field and the nonzero gluon condensate, which implies that the self-energy of a system with a net color charge is infinite and thereby cannot exist as a free state. This is precisely what the color confinement means. Accordingly, the Cornell type potential with the feature of the Casimir scaling is derived for a color singlet system composed of a static color charge and an anti-charge. The uniform color field also implies that a hadron has a minimal size and a minimal energy. Furthermore, the global $SU(3)$ color symmetry requires that the minimal irreducible color singlet systems can only be $qbar{q}$, $qqq$, $gg$, $ggg$, $qbar{q}g$, $qqqg$ and $bar{q}bar{q}bar{q}g$, etc., as such a multi-quark systems can only exist as a molecular configurations if there are no other binding mechanisms." @default.
- W3090214871 created "2020-10-08" @default.
- W3090214871 creator A5040558103 @default.
- W3090214871 date "2021-04-01" @default.
- W3090214871 modified "2023-10-12" @default.
- W3090214871 title "Confinement and the global SU(3) color symmetry *" @default.
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- W3090214871 doi "https://doi.org/10.1088/1674-1137/abde2e" @default.
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