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The Number of Neutrinos and the Z Line Shape

The Standard Theory can fit any number of fermion families, as long as the number of leptons and quark families are the same. At the time of the conception of LEP, the number of such families was unknown, and it was feared that the Z resonance would be washed out by decaying into so many families of...

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Autor principal: Blondel, Alain
Lenguaje:eng
Publicado: 2016
Materias:
Acceso en línea:https://dx.doi.org/10.1142/9789814733519_0008
http://cds.cern.ch/record/2217139
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author Blondel, Alain
author_facet Blondel, Alain
author_sort Blondel, Alain
collection CERN
description The Standard Theory can fit any number of fermion families, as long as the number of leptons and quark families are the same. At the time of the conception of LEP, the number of such families was unknown, and it was feared that the Z resonance would be washed out by decaying into so many families of neutrinos! It took only a few weeks in the fall of 1989 to determine that the number is three. The next six years (from 1990 to 1995) were largely devoted to the accurate determination of the Z line shape, with a precision that outperformed the most optimistic expectations by a factor of 10. The tale of these measurements is a bona fide mystery novel, the precession of electrons being strangely perturbed by natural phenomena, such as tides, rain, hydroelectric power, fast trains, not to mention vertical electrostatic separators. The number hidden in the loops of this treasure hunt was 179, the first estimate of the mass of the top quark; then, once that was found, where predicted, the next number was close to zero: the logarithm of Higgs mass divided by that of the Z. Twenty years later, the quality of these measurements remains, but what they tell us is different: it is no longer about unknown parameters of the Standard Theory, it is about what lies beyond it. This is so acutely relevant, that CERN has launched the design study of a powerful Z, W, H and top factory.
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spelling cern-22171392022-08-10T12:44:40Zdoi:10.1142/9789814733519_0008http://cds.cern.ch/record/2217139engBlondel, AlainThe Number of Neutrinos and the Z Line ShapeParticle Physics - TheoryParticle Physics - PhenomenologyThe Standard Theory can fit any number of fermion families, as long as the number of leptons and quark families are the same. At the time of the conception of LEP, the number of such families was unknown, and it was feared that the Z resonance would be washed out by decaying into so many families of neutrinos! It took only a few weeks in the fall of 1989 to determine that the number is three. The next six years (from 1990 to 1995) were largely devoted to the accurate determination of the Z line shape, with a precision that outperformed the most optimistic expectations by a factor of 10. The tale of these measurements is a bona fide mystery novel, the precession of electrons being strangely perturbed by natural phenomena, such as tides, rain, hydroelectric power, fast trains, not to mention vertical electrostatic separators. The number hidden in the loops of this treasure hunt was 179, the first estimate of the mass of the top quark; then, once that was found, where predicted, the next number was close to zero: the logarithm of Higgs mass divided by that of the Z. Twenty years later, the quality of these measurements remains, but what they tell us is different: it is no longer about unknown parameters of the Standard Theory, it is about what lies beyond it. This is so acutely relevant, that CERN has launched the design study of a powerful Z, W, H and top factory.oai:cds.cern.ch:22171392016
spellingShingle Particle Physics - Theory
Particle Physics - Phenomenology
Blondel, Alain
The Number of Neutrinos and the Z Line Shape
title The Number of Neutrinos and the Z Line Shape
title_full The Number of Neutrinos and the Z Line Shape
title_fullStr The Number of Neutrinos and the Z Line Shape
title_full_unstemmed The Number of Neutrinos and the Z Line Shape
title_short The Number of Neutrinos and the Z Line Shape
title_sort number of neutrinos and the z line shape
topic Particle Physics - Theory
Particle Physics - Phenomenology
url https://dx.doi.org/10.1142/9789814733519_0008
http://cds.cern.ch/record/2217139
work_keys_str_mv AT blondelalain thenumberofneutrinosandthezlineshape
AT blondelalain numberofneutrinosandthezlineshape