Phase transitions, anomalous baryon number violation and electroweak multiplet dark matter
Yanda Wu, Wenxing Zhang, and Michael J. Ramsey-Musolf

TL;DR
This paper investigates baryon number violation during electroweak phase transitions in models with scalar multiplets, analyzing topological solutions like sphalerons and monopoles, and their implications for dark matter within extended Standard Model frameworks.
Contribution
It provides a comprehensive classification of scalar electroweak multiplets, topological solutions, and their roles in baryon violation and dark matter during multi-step electroweak phase transitions.
Findings
Identification of sphaleron and monopole solutions depending on phase transition stage.
Calculation of sphaleron energy and monopole mass for scalar multiplet extensions.
Establishment of links between monopole mass and dark matter parameters.
Abstract
We perform a comprehensive analysis of baryon number violation during an electroweak phase transition (EWPT) within the framework of a scalar electroweak multiplet extension of the Standard Model. We classify the multiplet representations, topological properties, and corresponding thermal histories. Sphaleron or monopole topological field solutions emerge during the EWPT depending on the stage of the phase transition and the hypercharge of the new scalar multiplet. Furthermore, the monopole field solution pertains when the neutral component of the additional scalar multiplet is a viable dark matter candidate. We further analyze other formal considerations, including the construction of the \lq\lq sphaleron matrix\rq\rq\, for higher dimensional representations, computation of the sphaleron and monopole masses, and the choice of boundary conditions when solving the field equations of…
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Taxonomy
TopicsCosmology and Gravitation Theories · Dark Matter and Cosmic Phenomena · Particle physics theoretical and experimental studies
