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Whittum, David H.
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Whittum, David H.
author Geraci, Andrew A.
Whittum, David H.
spellingShingle Geraci, Andrew A.
Whittum, David H.
Physics of Plasmas
Transverse dynamics of a relativistic electron beam in an underdense plasma channel
Condensed Matter Physics
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spelling Geraci, Andrew A. Whittum, David H. 1070-664X 1089-7674 AIP Publishing Condensed Matter Physics http://dx.doi.org/10.1063/1.874207 <jats:p>The transverse dynamics of a relativistic electron beam in a plasma less dense than the beam is analyzed, with particular attention to the electron-hose instability as it appears in a plasma channel of finite radius. A comparison is made between analytic asymptotic forms, linearized “beam break-up” simulations, and particle-in-cell simulations. The analysis provides a framework for the interpretation of projected and time-resolved diagnostics in such a system. Examples used for illustration correspond to parameters of an experiment in progress, employing a 30 GeV electron beam in a 1.5 m plasma cell, with the amplification of beam-centroid offsets on the order of 100–102×, depending on experimental settings.</jats:p> Transverse dynamics of a relativistic electron beam in an underdense plasma channel Physics of Plasmas
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title Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_unstemmed Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_full Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_fullStr Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_full_unstemmed Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_short Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_sort transverse dynamics of a relativistic electron beam in an underdense plasma channel
topic Condensed Matter Physics
url http://dx.doi.org/10.1063/1.874207
publishDate 2000
physical 3431-3440
description <jats:p>The transverse dynamics of a relativistic electron beam in a plasma less dense than the beam is analyzed, with particular attention to the electron-hose instability as it appears in a plasma channel of finite radius. A comparison is made between analytic asymptotic forms, linearized “beam break-up” simulations, and particle-in-cell simulations. The analysis provides a framework for the interpretation of projected and time-resolved diagnostics in such a system. Examples used for illustration correspond to parameters of an experiment in progress, employing a 30 GeV electron beam in a 1.5 m plasma cell, with the amplification of beam-centroid offsets on the order of 100–102×, depending on experimental settings.</jats:p>
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author Geraci, Andrew A., Whittum, David H.
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description <jats:p>The transverse dynamics of a relativistic electron beam in a plasma less dense than the beam is analyzed, with particular attention to the electron-hose instability as it appears in a plasma channel of finite radius. A comparison is made between analytic asymptotic forms, linearized “beam break-up” simulations, and particle-in-cell simulations. The analysis provides a framework for the interpretation of projected and time-resolved diagnostics in such a system. Examples used for illustration correspond to parameters of an experiment in progress, employing a 30 GeV electron beam in a 1.5 m plasma cell, with the amplification of beam-centroid offsets on the order of 100–102×, depending on experimental settings.</jats:p>
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spelling Geraci, Andrew A. Whittum, David H. 1070-664X 1089-7674 AIP Publishing Condensed Matter Physics http://dx.doi.org/10.1063/1.874207 <jats:p>The transverse dynamics of a relativistic electron beam in a plasma less dense than the beam is analyzed, with particular attention to the electron-hose instability as it appears in a plasma channel of finite radius. A comparison is made between analytic asymptotic forms, linearized “beam break-up” simulations, and particle-in-cell simulations. The analysis provides a framework for the interpretation of projected and time-resolved diagnostics in such a system. Examples used for illustration correspond to parameters of an experiment in progress, employing a 30 GeV electron beam in a 1.5 m plasma cell, with the amplification of beam-centroid offsets on the order of 100–102×, depending on experimental settings.</jats:p> Transverse dynamics of a relativistic electron beam in an underdense plasma channel Physics of Plasmas
spellingShingle Geraci, Andrew A., Whittum, David H., Physics of Plasmas, Transverse dynamics of a relativistic electron beam in an underdense plasma channel, Condensed Matter Physics
title Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_full Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_fullStr Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_full_unstemmed Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_short Transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_sort transverse dynamics of a relativistic electron beam in an underdense plasma channel
title_unstemmed Transverse dynamics of a relativistic electron beam in an underdense plasma channel
topic Condensed Matter Physics
url http://dx.doi.org/10.1063/1.874207