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Spontaneous Symmetry Breaking as a Basis of Particle Mass

Electroweak theory joins electromagnetism with the weak force in a single quantum field theory, ascribing the two fundamental interactions--so different in their manifestations--to a common symmetry principle. How the electroweak gauge symmetry is hidden is one of the most urgent and challenging que...

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Autor principal: Quigg, Chris
Lenguaje:eng
Publicado: 2007
Materias:
Acceso en línea:https://dx.doi.org/10.1088/0034-4885/70/7/R01
http://cds.cern.ch/record/1030577
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author Quigg, Chris
author_facet Quigg, Chris
author_sort Quigg, Chris
collection CERN
description Electroweak theory joins electromagnetism with the weak force in a single quantum field theory, ascribing the two fundamental interactions--so different in their manifestations--to a common symmetry principle. How the electroweak gauge symmetry is hidden is one of the most urgent and challenging questions facing particle physics. The provisional answer incorporated in the "standard model" of particle physics was formulated in the 1960s by Higgs, by Brout & Englert, and by Guralnik, Hagen & Kibble: The agent of electroweak symmetry breaking is an elementary scalar field whose self-interactions select a vacuum state in which the full electroweak symmetry is hidden, leaving a residual phase symmetry of electromagnetism. By analogy with the Meissner effect of the superconducting phase transition, the Higgs mechanism, as it is commonly known, confers masses on the weak force carriers W and Z. It also opens the door to masses for the quarks and leptons, and shapes the world around us. It is a good story--though an incomplete story--and we do not know how much of the story is true. Experiments that explore the Fermi scale (the energy regime around 1 TeV) during the next decade will put the electroweak theory to decisive test, and may uncover new elements needed to construct a more satisfying completion of the electroweak theory. The aim of this article is to set the stage by reporting what we know and what we need to know, and to set some "Big Questions" that will guide our explorations.
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spelling cern-10305772023-03-14T18:12:34Zdoi:10.1088/0034-4885/70/7/R01http://cds.cern.ch/record/1030577engQuigg, ChrisSpontaneous Symmetry Breaking as a Basis of Particle MassParticle Physics - PhenomenologyElectroweak theory joins electromagnetism with the weak force in a single quantum field theory, ascribing the two fundamental interactions--so different in their manifestations--to a common symmetry principle. How the electroweak gauge symmetry is hidden is one of the most urgent and challenging questions facing particle physics. The provisional answer incorporated in the "standard model" of particle physics was formulated in the 1960s by Higgs, by Brout & Englert, and by Guralnik, Hagen & Kibble: The agent of electroweak symmetry breaking is an elementary scalar field whose self-interactions select a vacuum state in which the full electroweak symmetry is hidden, leaving a residual phase symmetry of electromagnetism. By analogy with the Meissner effect of the superconducting phase transition, the Higgs mechanism, as it is commonly known, confers masses on the weak force carriers W and Z. It also opens the door to masses for the quarks and leptons, and shapes the world around us. It is a good story--though an incomplete story--and we do not know how much of the story is true. Experiments that explore the Fermi scale (the energy regime around 1 TeV) during the next decade will put the electroweak theory to decisive test, and may uncover new elements needed to construct a more satisfying completion of the electroweak theory. The aim of this article is to set the stage by reporting what we know and what we need to know, and to set some "Big Questions" that will guide our explorations.Electroweak theory joins electromagnetism with the weak force in a single quantum field theory, ascribing the two fundamental interactions--so different in their manifestations--to a common symmetry principle. How the electroweak gauge symmetry is hidden is one of the most urgent and challenging questions facing particle physics. The provisional answer incorporated in the 'standard model' of particle physics was formulated in the 1960s by Higgs, by Brout & Englert, and by Guralnik, Hagen & Kibble: The agent of electroweak symmetry breaking is an elementary scalar field whose self-interactions select a vacuum state in which the full electroweak symmetry is hidden, leaving a residual phase symmetry of electromagnetism. By analogy with the Meissner effect of the superconducting phase transition, the Higgs mechanism, as it is commonly known, confers masses on the weak force carriers W and Z. It also opens the door to masses for the quarks and leptons, and shapes the world around us. It is a good story--though an incomplete story--and we do not know how much of the story is true. Experiments that explore the Fermi scale (the energy regime around 1 TeV) during the next decade will put the electroweak theory to decisive test, and may uncover new elements needed to construct a more satisfying completion of the electroweak theory. The aim of this article is to set the stage by reporting what we know and what we need to know, and to set some 'Big Questions' that will guide our explorations.arXiv:0704.2232FERMILAB-PUB-07-030-TFERMILAB-PUB-07-030-Toai:cds.cern.ch:10305772007-04-19
spellingShingle Particle Physics - Phenomenology
Quigg, Chris
Spontaneous Symmetry Breaking as a Basis of Particle Mass
title Spontaneous Symmetry Breaking as a Basis of Particle Mass
title_full Spontaneous Symmetry Breaking as a Basis of Particle Mass
title_fullStr Spontaneous Symmetry Breaking as a Basis of Particle Mass
title_full_unstemmed Spontaneous Symmetry Breaking as a Basis of Particle Mass
title_short Spontaneous Symmetry Breaking as a Basis of Particle Mass
title_sort spontaneous symmetry breaking as a basis of particle mass
topic Particle Physics - Phenomenology
url https://dx.doi.org/10.1088/0034-4885/70/7/R01
http://cds.cern.ch/record/1030577
work_keys_str_mv AT quiggchris spontaneoussymmetrybreakingasabasisofparticlemass