Electron bunch profile reconstruction based on phase-constrained iterative algorithm

The phase retrieval problem occurs in a number of areas in physics and is the subject of continuing investigation. The one-dimensional case, e.g., the reconstruction of the temporal profile of a charged particle bunch, is particularly challenging and important for particle accelerators. Accurate kno...

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Main Authors: F. Bakkali Taheri, I. V. Konoplev, G. Doucas, P. Baddoo, R. Bartolini, J. Cowley, S. M. Hooker
Format: Article
Language:English
Published: American Physical Society 2016-03-01
Series:Physical Review Accelerators and Beams
Online Access:http://doi.org/10.1103/PhysRevAccelBeams.19.032801
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spelling doaj-a91ae9993eea43a582cbc650eb58c5c82020-11-24T23:28:04ZengAmerican Physical SocietyPhysical Review Accelerators and Beams2469-98882016-03-0119303280110.1103/PhysRevAccelBeams.19.032801Electron bunch profile reconstruction based on phase-constrained iterative algorithmF. Bakkali TaheriI. V. KonoplevG. DoucasP. BaddooR. BartoliniJ. CowleyS. M. HookerThe phase retrieval problem occurs in a number of areas in physics and is the subject of continuing investigation. The one-dimensional case, e.g., the reconstruction of the temporal profile of a charged particle bunch, is particularly challenging and important for particle accelerators. Accurate knowledge of the longitudinal (time) profile of the bunch is important in the context of linear colliders, wakefield accelerators and for the next generation of light sources, including x-ray SASE FELs. Frequently applied methods, e.g., minimal phase retrieval or other iterative algorithms, are reliable if the Blaschke phase contribution is negligible. This, however, is neither known a priori nor can it be assumed to apply to an arbitrary bunch profile. We present a novel approach which gives reproducible, most-probable and stable reconstructions for bunch profiles (both artificial and experimental) that would otherwise remain unresolved by the existing techniques.http://doi.org/10.1103/PhysRevAccelBeams.19.032801
collection DOAJ
language English
format Article
sources DOAJ
author F. Bakkali Taheri
I. V. Konoplev
G. Doucas
P. Baddoo
R. Bartolini
J. Cowley
S. M. Hooker
spellingShingle F. Bakkali Taheri
I. V. Konoplev
G. Doucas
P. Baddoo
R. Bartolini
J. Cowley
S. M. Hooker
Electron bunch profile reconstruction based on phase-constrained iterative algorithm
Physical Review Accelerators and Beams
author_facet F. Bakkali Taheri
I. V. Konoplev
G. Doucas
P. Baddoo
R. Bartolini
J. Cowley
S. M. Hooker
author_sort F. Bakkali Taheri
title Electron bunch profile reconstruction based on phase-constrained iterative algorithm
title_short Electron bunch profile reconstruction based on phase-constrained iterative algorithm
title_full Electron bunch profile reconstruction based on phase-constrained iterative algorithm
title_fullStr Electron bunch profile reconstruction based on phase-constrained iterative algorithm
title_full_unstemmed Electron bunch profile reconstruction based on phase-constrained iterative algorithm
title_sort electron bunch profile reconstruction based on phase-constrained iterative algorithm
publisher American Physical Society
series Physical Review Accelerators and Beams
issn 2469-9888
publishDate 2016-03-01
description The phase retrieval problem occurs in a number of areas in physics and is the subject of continuing investigation. The one-dimensional case, e.g., the reconstruction of the temporal profile of a charged particle bunch, is particularly challenging and important for particle accelerators. Accurate knowledge of the longitudinal (time) profile of the bunch is important in the context of linear colliders, wakefield accelerators and for the next generation of light sources, including x-ray SASE FELs. Frequently applied methods, e.g., minimal phase retrieval or other iterative algorithms, are reliable if the Blaschke phase contribution is negligible. This, however, is neither known a priori nor can it be assumed to apply to an arbitrary bunch profile. We present a novel approach which gives reproducible, most-probable and stable reconstructions for bunch profiles (both artificial and experimental) that would otherwise remain unresolved by the existing techniques.
url http://doi.org/10.1103/PhysRevAccelBeams.19.032801
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AT gdoucas electronbunchprofilereconstructionbasedonphaseconstrainediterativealgorithm
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AT rbartolini electronbunchprofilereconstructionbasedonphaseconstrainediterativealgorithm
AT jcowley electronbunchprofilereconstructionbasedonphaseconstrainediterativealgorithm
AT smhooker electronbunchprofilereconstructionbasedonphaseconstrainediterativealgorithm
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