Weyl symmetric representation of hadronic flux tubes in the dual Ginzburg-Landau theory

Abstract

Hadronic flux-tube solutions describing the mesonic and the baryonic states within the dual Ginzburg-Landau (DGL) theory are investigated by using the dual lattice formulation in the Weyl-symmetric approach. The shape of the flux tubes is determined by placement of the color-electric Dirac-string singularity treated as a connected stack of quantized plaquettes in the dual lattice formulation. The Weyl symmetric profiles of the hadronic flux tubes are obtained by using the manifestly Weyl invariant representation of the dual gauge field.

arXiv comment41 pages, 17 eps figures, Revtex, epsf.sty, added further discussion. Version accepted for publication in Phys.Rev.D

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Cited by in corpus (21)

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• Baryonic mass formula in large $N_c$ QCD versus quark model
• Precise determination of the three-quark potential in SU(3) lattice gauge theory
• The baryonic Y-shape confining potential energy and its approximants
• Meson and glueball spectra with the relativistic flux tube model
• Hybrid mesons and auxiliary fields
• Glueball phenomenology and the relativistic flux tube model
• Effective string action for the U(1)xU(1) dual Ginzburg-Landau theory beyond the London limit
• Low-lying spectrum of the Y-string three-quark potential using hyper-spherical coordinates
• Mass formula for strange baryons in large $N_c$ QCD versus quark model
• Charm and bottom baryon masses in the combined $1/N_c$ and $1/m_Q$ expansion versus quark model
• Relativistic corrections for two- and three-body flux tube model
• Covariant oscillator quark model for glueballs and baryons
• String deformations induced by retardation effects
• Generalized flux-tube solution in Abelian-projected SU(N) gauge theory
• Gluodynamics in external field in dual superconductor approach
• Weyl multiplet structure of QCD
• Gauge Problem of Monopole Dynamics in SU(2) Lattice Gauge Theory
• Non-perturbative on-shell multiplet structure of SU(N) Yang-Mills fields