Magnetic Bion Condensation: A New Mechanism ofConfinement and Mass Gap in Four Dimensions Metadata

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Title

  • Main Title Magnetic Bion Condensation: A New Mechanism ofConfinement and Mass Gap in Four Dimensions

Creator

  • Author: Unsal, Mithat
    Creator Type: Personal
  • Author: /SLAC /Stanford U., Phys. Dept.
    Creator Type: Personal

Contributor

  • Sponsor: United States. Department of Energy.
    Contributor Type: Organization

Publisher

  • Name: Stanford Linear Accelerator Center
    Place of Publication: [Menlo Park, California]
    Additional Info: SLAC

Date

  • Creation: 2007-09-25

Language

  • English

Description

  • Content Description: In recent work, we derived the long distance confining dynamics of certain QCD-like gauge theories formulated on small S{sup 1} x R{sup 3} based on symmetries, an index theorem and abelian duality. Here, we give the microscopic derivation. The solution reveals a new mechanism of confinement in QCD(adj) in the regime where we have control over both perturbative and nonperturbative aspects. In particular, consider SU(2) QCD(adj) theory with 1 {le} n{sub f} {le} 4 Majorana fermions, a theory which undergoes gauge symmetry breaking at small S{sup 1}. If the magnetic charge of the BPS monopole is normalized to unity, we show that confinement occurs due to condensation of objects with magnetic charge 2, not 1. Due to index theorems, we know that such an object cannot be a two identical monopole configuration. Its net topological charge must vanish, and hence it must be topologically indistinguishable from the perturbative vacuum. We construct such objects, the magnetically charged, topologically null molecules of a BPS monopole and {bar K}{bar K} antimonopole, which we refer as magnetic bions. An immediate puzzle with this proposal is the apparent Coulomb repulsion between BPS-{bar K}{bar K} pair. An attraction which overcomes the Coulomb repulsion between the two is induced by 2n{sub f} -fermion exchange. Bion condensation is also the mechanism of confinement in N = 1 SYM on the same four-manifold. The SU(N) generalization hints a possible hidden integrability behind nonsupersymmetric QCD of affine Toda type, and allows us to analytically compute the string tensions and thicknesses. We currently do not know the extension to R{sup 4}.
  • Physical Description: 32 pages

Subject

  • Keyword: Monopoles
  • Keyword: Dimensions
  • STI Subject Categories: 71 Classical And Quantum Mechanics, General Physics
  • Keyword: Duality
  • Keyword: Coulomb Field
  • Keyword: Confinement
  • STI Subject Categories: 72 Physics Of Elementary Particles And Fields
  • Keyword: Configuration
  • Keyword: Fermions
  • Keyword: Lattice, Phenomenology-Hep, Theory-Hep,Hepph, Hepth
  • Keyword: Symmetry Breaking Lattice, Phenomenology-Hep, Theory-Hep,Hepph, Hepth
  • Keyword: Quantum Chromodynamics

Source

  • Journal Name: Physical Review D

Collection

  • Name: Office of Scientific & Technical Information Technical Reports
    Code: OSTI

Institution

  • Name: UNT Libraries Government Documents Department
    Code: UNTGD

Resource Type

  • Article

Format

  • Text

Identifier

  • Report No.: SLAC-PUB-12825
  • Grant Number: AC02-76SF00515
  • Office of Scientific & Technical Information Report Number: 916977
  • Archival Resource Key: ark:/67531/metadc884887

Note

  • Display Note: http://www.slac.stanford.edu/cgi-wrap/pubpage?slac-pub-12825.html