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Trajectory Correction Algorithms on the latest Model of the CLIC Main LINAC

Control of beam emittance is a key issue in the design of future linear colliders. Results depend closely on the assumptions made for the alignment tolerances of the various linac components. Processes involing several correctors and beam position monitors help either to reduce the emittance blow-up...

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Detalles Bibliográficos
Autores principales: Fischer, C, Parisi, G
Lenguaje:eng
Publicado: CERN 1996
Materias:
Acceso en línea:https://dx.doi.org/10.5170/CERN-1996-007.740
http://cds.cern.ch/record/311232
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author Fischer, C
Parisi, G
author_facet Fischer, C
Parisi, G
author_sort Fischer, C
collection CERN
description Control of beam emittance is a key issue in the design of future linear colliders. Results depend closely on the assumptions made for the alignment tolerances of the various linac components. Processes involing several correctors and beam position monitors help either to reduce the emittance blow-up or to increase the tolerances beyond the values provided by simpler 'one-to-one' schemes. 'Dispersion-Free' or 'Wake-Free' algorithms require a simulation of the effects to be corrected, by lattice quadrupole detuning. Wakefield effects can also be measured, for example by current modulation as in the 'Measured-Wakefield' and 'Dispersive-Wakefield ' processes. For the Compact LInear Collider (CLIC) these algorithms, so far tested in the thin-lens approximation and assuming continuous scaling with energy of quadrupole strength and RF section length, are now applied on a more realistic structure of the main linac. Their implementation is described and the performances achieved in terms of the alignment tolerances are presented. Special emphasis is placed on the merits of the most powerful 'Dispersive Wakefield' process.
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spelling cern-3112322023-08-17T09:44:22Zdoi:10.5170/CERN-1996-007.740http://cds.cern.ch/record/311232engFischer, CParisi, GTrajectory Correction Algorithms on the latest Model of the CLIC Main LINACAccelerators and Storage RingsControl of beam emittance is a key issue in the design of future linear colliders. Results depend closely on the assumptions made for the alignment tolerances of the various linac components. Processes involing several correctors and beam position monitors help either to reduce the emittance blow-up or to increase the tolerances beyond the values provided by simpler 'one-to-one' schemes. 'Dispersion-Free' or 'Wake-Free' algorithms require a simulation of the effects to be corrected, by lattice quadrupole detuning. Wakefield effects can also be measured, for example by current modulation as in the 'Measured-Wakefield' and 'Dispersive-Wakefield ' processes. For the Compact LInear Collider (CLIC) these algorithms, so far tested in the thin-lens approximation and assuming continuous scaling with energy of quadrupole strength and RF section length, are now applied on a more realistic structure of the main linac. Their implementation is described and the performances achieved in terms of the alignment tolerances are presented. Special emphasis is placed on the merits of the most powerful 'Dispersive Wakefield' process.CERNCERN-SL-96-065-BICLIC-Note-315oai:cds.cern.ch:3112321996
spellingShingle Accelerators and Storage Rings
Fischer, C
Parisi, G
Trajectory Correction Algorithms on the latest Model of the CLIC Main LINAC
title Trajectory Correction Algorithms on the latest Model of the CLIC Main LINAC
title_full Trajectory Correction Algorithms on the latest Model of the CLIC Main LINAC
title_fullStr Trajectory Correction Algorithms on the latest Model of the CLIC Main LINAC
title_full_unstemmed Trajectory Correction Algorithms on the latest Model of the CLIC Main LINAC
title_short Trajectory Correction Algorithms on the latest Model of the CLIC Main LINAC
title_sort trajectory correction algorithms on the latest model of the clic main linac
topic Accelerators and Storage Rings
url https://dx.doi.org/10.5170/CERN-1996-007.740
http://cds.cern.ch/record/311232
work_keys_str_mv AT fischerc trajectorycorrectionalgorithmsonthelatestmodeloftheclicmainlinac
AT parisig trajectorycorrectionalgorithmsonthelatestmodeloftheclicmainlinac