Symmetry breaking around cosmic strings

Physics

Scientific paper

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Broken Symmetry, Field Theory (Physics), String Theory, Perturbation Theory, Scalars, Topology, Vacuum

Scientific paper

The vacuum stability of quantized interacting scalar field theory around a cosmic string is considered. The nontrivial topology allows for both twisted and untwisted field configurations. For a massless theory with a quartic self-interaction, although quantum corrections to the classical theory lead to an effective mass-squared which may be negative, the state phi = 0 is shown to remain stable. The double well potential is also examined. It is shown that if the string is enclosed in a cylindrical shell there is a critical radius below which phi = 0 is stable. Beyond this critical radius the boundary conditions preclude the usual constant field solutions. In this case, approximate solutions are found when the radius is close to the critical value.

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