Domain Walls and Matter-Antimatter Domains in the Early Universe

We suggest a scenario of spontaneous (or dynamical) C and CP violation according to which it is possible to generate domains of matter and antimatter separated by cosmologically large distances. Such C(CP) violation existed only in the early universe and later it disappeared with the only trace of g...

Full description

Bibliographic Details
Main Authors: Dolgov A.D., Godunov S.I., Rudenko A.S.
Format: Article
Language:English
Published: EDP Sciences 2017-01-01
Series:EPJ Web of Conferences
Online Access:https://doi.org/10.1051/epjconf/201715805001
id doaj-de9df67c687d4fcabcffdf3230db1485
record_format Article
spelling doaj-de9df67c687d4fcabcffdf3230db14852021-08-02T06:59:15ZengEDP SciencesEPJ Web of Conferences2100-014X2017-01-011580500110.1051/epjconf/201715805001epjconf_qfthep2017_05001Domain Walls and Matter-Antimatter Domains in the Early UniverseDolgov A.D.Godunov S.I.Rudenko A.S.We suggest a scenario of spontaneous (or dynamical) C and CP violation according to which it is possible to generate domains of matter and antimatter separated by cosmologically large distances. Such C(CP) violation existed only in the early universe and later it disappeared with the only trace of generated matter and antimatter domains. So this scenario does not suffer from the problem of domain walls. According to this scenario the width of the domain wall should grow exponentially to prevent annihilation at the domain boundaries. Though there is a classical result obtained by Basu and Vilenkin that the width of the wall tends to the one of the stationary solution (constant physical width). That is why we considered thick domain walls in a de Sitter universe following paper by Basu and Vilenkin. However, we were interested not only in stationary solutions found therein, but also investigated the general case of domain wall evolution with time. When the wall thickness parameter, δ0 , is smaller than H−1/2 where H is the Hubble parameter in de Sitter space-time, then the stationary solutions exist, and initial field configurations tend with time to the stationary ones. However, there are no stationary solutions for δ0>H−1/2 We have calculated numerically the rate of the wall expansion in this case and have found that the width of the wall grows exponentially fast for δ0≫H−1 An explanation for the critical value δ0c=H−1/2 is also proposed.https://doi.org/10.1051/epjconf/201715805001
collection DOAJ
language English
format Article
sources DOAJ
author Dolgov A.D.
Godunov S.I.
Rudenko A.S.
spellingShingle Dolgov A.D.
Godunov S.I.
Rudenko A.S.
Domain Walls and Matter-Antimatter Domains in the Early Universe
EPJ Web of Conferences
author_facet Dolgov A.D.
Godunov S.I.
Rudenko A.S.
author_sort Dolgov A.D.
title Domain Walls and Matter-Antimatter Domains in the Early Universe
title_short Domain Walls and Matter-Antimatter Domains in the Early Universe
title_full Domain Walls and Matter-Antimatter Domains in the Early Universe
title_fullStr Domain Walls and Matter-Antimatter Domains in the Early Universe
title_full_unstemmed Domain Walls and Matter-Antimatter Domains in the Early Universe
title_sort domain walls and matter-antimatter domains in the early universe
publisher EDP Sciences
series EPJ Web of Conferences
issn 2100-014X
publishDate 2017-01-01
description We suggest a scenario of spontaneous (or dynamical) C and CP violation according to which it is possible to generate domains of matter and antimatter separated by cosmologically large distances. Such C(CP) violation existed only in the early universe and later it disappeared with the only trace of generated matter and antimatter domains. So this scenario does not suffer from the problem of domain walls. According to this scenario the width of the domain wall should grow exponentially to prevent annihilation at the domain boundaries. Though there is a classical result obtained by Basu and Vilenkin that the width of the wall tends to the one of the stationary solution (constant physical width). That is why we considered thick domain walls in a de Sitter universe following paper by Basu and Vilenkin. However, we were interested not only in stationary solutions found therein, but also investigated the general case of domain wall evolution with time. When the wall thickness parameter, δ0 , is smaller than H−1/2 where H is the Hubble parameter in de Sitter space-time, then the stationary solutions exist, and initial field configurations tend with time to the stationary ones. However, there are no stationary solutions for δ0>H−1/2 We have calculated numerically the rate of the wall expansion in this case and have found that the width of the wall grows exponentially fast for δ0≫H−1 An explanation for the critical value δ0c=H−1/2 is also proposed.
url https://doi.org/10.1051/epjconf/201715805001
work_keys_str_mv AT dolgovad domainwallsandmatterantimatterdomainsintheearlyuniverse
AT godunovsi domainwallsandmatterantimatterdomainsintheearlyuniverse
AT rudenkoas domainwallsandmatterantimatterdomainsintheearlyuniverse
_version_ 1721239820265586688