Semianalytical algorithms to study longitudinal beam instabilities in double rf systems

Double rf systems are critical for achieving the parameters of fourth-generation light sources. These systems, comprising both main and harmonic rf cavities, relax statistical collective effects but also introduce instabilities, such as Robinson and periodic transient beam loading (PTBL) instabiliti...

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Main Authors: A. Gamelin, V. Gubaidulin, M. B. Alves, T. Olsson
Format: Article
Language:English
Published: American Physical Society 2025-05-01
Series:Physical Review Accelerators and Beams
Online Access:http://doi.org/10.1103/PhysRevAccelBeams.28.054401
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author A. Gamelin
V. Gubaidulin
M. B. Alves
T. Olsson
author_facet A. Gamelin
V. Gubaidulin
M. B. Alves
T. Olsson
author_sort A. Gamelin
collection DOAJ
description Double rf systems are critical for achieving the parameters of fourth-generation light sources. These systems, comprising both main and harmonic rf cavities, relax statistical collective effects but also introduce instabilities, such as Robinson and periodic transient beam loading (PTBL) instabilities. In this paper, we provide semianalytical algorithms designed to predict and analyze these instabilities with improved accuracy and robustness. The algorithms leverage recent advancements in the field, offering a computationally efficient and accurate complement to multibunch tracking simulations. Using the SOLEIL II project as a case study, we demonstrate how these algorithms can optimize rf cavity parameters in high-dimensional parameter spaces, thereby maximizing the Touschek lifetime. An open-source Python package, ALBuMS (Algorithms for Longitudinal Multibunch Beam Stability), is provided as an accessible tool for double rf system stability analysis.
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issn 2469-9888
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publisher American Physical Society
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series Physical Review Accelerators and Beams
spelling doaj-art-07a62ec60098414385f6b84d0af3e5982025-08-20T02:27:22ZengAmerican Physical SocietyPhysical Review Accelerators and Beams2469-98882025-05-0128505440110.1103/PhysRevAccelBeams.28.054401Semianalytical algorithms to study longitudinal beam instabilities in double rf systemsA. GamelinV. GubaidulinM. B. AlvesT. OlssonDouble rf systems are critical for achieving the parameters of fourth-generation light sources. These systems, comprising both main and harmonic rf cavities, relax statistical collective effects but also introduce instabilities, such as Robinson and periodic transient beam loading (PTBL) instabilities. In this paper, we provide semianalytical algorithms designed to predict and analyze these instabilities with improved accuracy and robustness. The algorithms leverage recent advancements in the field, offering a computationally efficient and accurate complement to multibunch tracking simulations. Using the SOLEIL II project as a case study, we demonstrate how these algorithms can optimize rf cavity parameters in high-dimensional parameter spaces, thereby maximizing the Touschek lifetime. An open-source Python package, ALBuMS (Algorithms for Longitudinal Multibunch Beam Stability), is provided as an accessible tool for double rf system stability analysis.http://doi.org/10.1103/PhysRevAccelBeams.28.054401
spellingShingle A. Gamelin
V. Gubaidulin
M. B. Alves
T. Olsson
Semianalytical algorithms to study longitudinal beam instabilities in double rf systems
Physical Review Accelerators and Beams
title Semianalytical algorithms to study longitudinal beam instabilities in double rf systems
title_full Semianalytical algorithms to study longitudinal beam instabilities in double rf systems
title_fullStr Semianalytical algorithms to study longitudinal beam instabilities in double rf systems
title_full_unstemmed Semianalytical algorithms to study longitudinal beam instabilities in double rf systems
title_short Semianalytical algorithms to study longitudinal beam instabilities in double rf systems
title_sort semianalytical algorithms to study longitudinal beam instabilities in double rf systems
url http://doi.org/10.1103/PhysRevAccelBeams.28.054401
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AT vgubaidulin semianalyticalalgorithmstostudylongitudinalbeaminstabilitiesindoublerfsystems
AT mbalves semianalyticalalgorithmstostudylongitudinalbeaminstabilitiesindoublerfsystems
AT tolsson semianalyticalalgorithmstostudylongitudinalbeaminstabilitiesindoublerfsystems