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Beam Instabilities in Circular Particle Accelerators

The theory of impedance-induced bunched-beam coherent instabilities is reviewed following Laclare's formalism, adding the effect of an electronic damper in the transverse plane. Both single-bunch and coupled-bunch instabilities are discussed, both low-intensity and high-intensity regimes are an...

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Autor principal: Metral, Elias
Lenguaje:eng
Publicado: 2019
Materias:
Acceso en línea:http://cds.cern.ch/record/2679436
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author Metral, Elias
author_facet Metral, Elias
author_sort Metral, Elias
collection CERN
description The theory of impedance-induced bunched-beam coherent instabilities is reviewed following Laclare's formalism, adding the effect of an electronic damper in the transverse plane. Both single-bunch and coupled-bunch instabilities are discussed, both low-intensity and high-intensity regimes are analyzed, both longitudinal and transverse planes are studied, and both short-bunch and long-bunch regimes are considered. Two similar approaches for coherent instabilities using the linearised Vlasov equation (and Garnier-Laclare’s formalism) are presented, leading to two “new” Vlasov solvers: for transverse instabilities, GALACTIC (GArnier-LAclare Coherent Transverse Instabilities Code) and for longitudinal instabilities, GALACLIC (GArnier-LAclare Coherent Longitudinal Instabilities Code). Observables and mitigation measures are also examined.
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institution Organización Europea para la Investigación Nuclear
language eng
publishDate 2019
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spelling cern-26794362021-07-27T21:09:56Zhttp://cds.cern.ch/record/2679436engMetral, EliasBeam Instabilities in Circular Particle AcceleratorsAccelerators and Storage RingsThe theory of impedance-induced bunched-beam coherent instabilities is reviewed following Laclare's formalism, adding the effect of an electronic damper in the transverse plane. Both single-bunch and coupled-bunch instabilities are discussed, both low-intensity and high-intensity regimes are analyzed, both longitudinal and transverse planes are studied, and both short-bunch and long-bunch regimes are considered. Two similar approaches for coherent instabilities using the linearised Vlasov equation (and Garnier-Laclare’s formalism) are presented, leading to two “new” Vlasov solvers: for transverse instabilities, GALACTIC (GArnier-LAclare Coherent Transverse Instabilities Code) and for longitudinal instabilities, GALACLIC (GArnier-LAclare Coherent Longitudinal Instabilities Code). Observables and mitigation measures are also examined.CERN-ACC-SLIDES-2019-0001oai:cds.cern.ch:26794362019-06-06
spellingShingle Accelerators and Storage Rings
Metral, Elias
Beam Instabilities in Circular Particle Accelerators
title Beam Instabilities in Circular Particle Accelerators
title_full Beam Instabilities in Circular Particle Accelerators
title_fullStr Beam Instabilities in Circular Particle Accelerators
title_full_unstemmed Beam Instabilities in Circular Particle Accelerators
title_short Beam Instabilities in Circular Particle Accelerators
title_sort beam instabilities in circular particle accelerators
topic Accelerators and Storage Rings
url http://cds.cern.ch/record/2679436
work_keys_str_mv AT metralelias beaminstabilitiesincircularparticleaccelerators