Domain formation in noninstantaneous symmetry breaking phase transitions
arXiv:cond-mat/0105435 · doi:10.1103/PhysRevB.65.054105
Abstract
In the framework of the Ginzburg-Landau harmonic potential approximation, we present a possible modeling of the time-dependence of the frequency of the order parameter mode suitable to account for the formation of correlated domains in non-instantaneous symmetry breaking phase transitions. An interesting spectrum of possibilities for the size and the life-time of these domains emerges, which appears to be consistent with the conclusions of other, differently grounded analysis.
Revised version, accepted for publications on PRB
References in corpus (7)
- Cosmological Experiments in Condensed Matter Systems
- Vortex String Formation in a 3D U(1) Temperature Quench
- Defect formation and local gauge invariance
- The Ginzburg regime and its effects on topological defect formation
- Vacuum structure for expanding geometry
- On topological defect formation in the process of symmetry breaking phase transitions
- Canonical Quantization and Expanding Metrics
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