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Intra-Bunch Motion

Impedance-driven coherent beam instabilities are usually studied analytically with the linearised Vlasov equation, ending up with an eigenvalue system to solve. The eigenvalues describe the mode-frequency shifts, leading in particular to the Transverse Mode-Coupling Instability (TMCI) intensity thre...

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Autor principal: Metral, Elias
Lenguaje:eng
Publicado: 2020
Materias:
Acceso en línea:http://cds.cern.ch/record/2714322
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author Metral, Elias
author_facet Metral, Elias
author_sort Metral, Elias
collection CERN
description Impedance-driven coherent beam instabilities are usually studied analytically with the linearised Vlasov equation, ending up with an eigenvalue system to solve. The eigenvalues describe the mode-frequency shifts, leading in particular to the Transverse Mode-Coupling Instability (TMCI) intensity threshold in the absence of chromaticity. This can be directly compared to measurements in particular for the lowest modes and in the absence of tune spread. Another important observable is the intra-bunch motion, which can be also accessed analytically thanks to the eigenvectors. The different regimes, below-at-above TMCI, are described and represented using a simple analytical model, which helps to really understand what happens at each step.
id cern-2714322
institution Organización Europea para la Investigación Nuclear
language eng
publishDate 2020
record_format invenio
spelling cern-27143222020-04-01T18:42:17Zhttp://cds.cern.ch/record/2714322engMetral, EliasIntra-Bunch MotionAccelerators and Storage RingsImpedance-driven coherent beam instabilities are usually studied analytically with the linearised Vlasov equation, ending up with an eigenvalue system to solve. The eigenvalues describe the mode-frequency shifts, leading in particular to the Transverse Mode-Coupling Instability (TMCI) intensity threshold in the absence of chromaticity. This can be directly compared to measurements in particular for the lowest modes and in the absence of tune spread. Another important observable is the intra-bunch motion, which can be also accessed analytically thanks to the eigenvectors. The different regimes, below-at-above TMCI, are described and represented using a simple analytical model, which helps to really understand what happens at each step. CERN-ACC-NOTE-2020-0018oai:cds.cern.ch:27143222020-03-31
spellingShingle Accelerators and Storage Rings
Metral, Elias
Intra-Bunch Motion
title Intra-Bunch Motion
title_full Intra-Bunch Motion
title_fullStr Intra-Bunch Motion
title_full_unstemmed Intra-Bunch Motion
title_short Intra-Bunch Motion
title_sort intra-bunch motion
topic Accelerators and Storage Rings
url http://cds.cern.ch/record/2714322
work_keys_str_mv AT metralelias intrabunchmotion