Topological Solitons and Temperature Effects in Gauge Field Theories. 1. The Vortex String

Manka, R.; Vitiello, Giuseppe

doi:10.1016/0003-4916(90)90368-X

Topological Solitons and Temperature Effects in Gauge Field Theories. 1. The Vortex String

R. Manka
(
- Silesia U.
)
,
Giuseppe Vitiello
(
- Salerno U. and
- INFN, Naples
)

May 3, 1988

47 pages

Published in:

Annals Phys. 199 (1990) 61

DOI:

10.1016/0003-4916(90)90368-X

Report number:

Print-88-0344 (SALERNO)

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Abstract: (Elsevier)

We study temperature effects on homogeneous and nonhomogeneous boson condensation in gauge field theories in both abelian and nonabelian cases. Temperature dependent vortex, monopole, and sphaleron equations are obtained. It is found that symmetry restoration can occur at the critical temperature at which the topological solitons vanish. The nonabelian character appears as temperature dependence of the magnetic charge.

field equations: soliton
topological
quantum electrodynamics: scalar
vortex
critical phenomena
boson: condensation
finite temperature
gauge boson: mass
mass: gauge boson
Goldstone particle: condensation

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