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低密等离子体通道中的非共振激光直接加速

刘明伟 龚顺风 李劲 姜春蕾 张禹涛 周并举

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Citation:

低密等离子体通道中的非共振激光直接加速

刘明伟, 龚顺风, 李劲, 姜春蕾, 张禹涛, 周并举

Non-resonant direct laser acceleration in underdense plasma channels

Liu Ming-Wei, Gong Shun-Feng, Li Jin, Jiang Chun-Lei, Zhang Yu-Tao, Zhou Bing-Ju
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  • 在低密等离子体通道中, 横向有质动力可以有效调制电子的横向振荡过程. 一方面, 横向有质动力可以向外推动电子, 增大电子横向振荡振幅, 减小失相率, 使电子获得能量增益; 另一方面, 横向有质动力也可以通过对失相率的非线性调制来降低失相率, 在电子横向振荡振幅很小的情况下导致激光直接加速. 横向有质动力调制的大小由等离子体密度、激光强度和束宽共同决定. 三维模型结果也证实可以通过参数放大实现激光直接加速, 弥补了准二维模型的局限性.
    Mechanisms that electrons are directly accelerated by the laser-plasma interaction in non-resonant cases are studied. First, by use of a linearly polarized Gaussian laser beam, a three-dimensional model is presented to demonstrate that the frequency and the amplitude of electron oscillations can be significantly modulated by the transverse ponderomotive force, within the confinement of an underdense plasma channel. On the one hand, the transverse ponderomotive force can felicitously make electrons to experience the large amplitude oscillations and push them to the regions at a low dephasing rate. On the other hand, when the electrons oscillate across the channel with small amplitudes, the dephasing rate also can be effectively reduced by the nonlinear modulation arising from the transverse ponderomotive force. These kinds of modulations can lead electrons to stay in phase with the laser field for a longer time and thus enhance their energy gain, which also enables the mechanism of transverse ponderomotive modulation being in direct laser acceleration. This mechanism is determined by the plasma density and the laser intensity and radius. Detailed numerical results are also given which show that the electron acceleration induced by this ponderomotive modulation quite distinguishes from the parametric instability and the resonance from a driving force. Moreover, a theoretical model for the parametric amplification, which makes up the restriction of the quasi-two-dimensional model, is provided to verify that non-resonant direct laser acceleration can come from the parametric instability in the three-dimensional case.
    • 基金项目: 国家自然科学基金(批准号: 11104068)和强场激光物理国家重点实验室开放基金资助课题.
    • Funds: Project supported by the National Natural Science Foundation of China (Grant No. 11104068), and the Open Fund of the State Key Laboratory of High Field Laser Physics, China (Shanghai Institute of Optics and Fine Mechanics).
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    Blumenfeld I, Clayton C E, Decker F J, Hogan M J, Huang C, Ischebeck R, Iverson R, Joshi C, Katsouleas T, Kirby N, Lu W, Marsh K A, Mori W B, Muggli P, Oz E, Siemann R H, Walz D, Zhou M 2007 Nature 445 741

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    Nakajima K 2008 Nature Phys. 4 92

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    Tan F, Zhu B, Han D, Xin J T, Zhao Z Q, Cao L F, Gu Y Q, Zhang B H 2014 Chin. Phys. B 23 034104

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    Leemans W P, Nagler B, Gonsalves A J, Toth Cs, Nakamura K, Geddes C G R, Esarey E, Schroeder C B, Hooker S M 2006 Nature Phys. 2 696

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    Lu H Y, Liu M W, Wang W T, Wang C, Liu J S, Deng A H, Xu J C, Xia C Q, Li W T, Zhang H, Lu X M, Wang C, Wang J Z, Liang X Y, Len Y X, Shen B F, Nakajima K, Li R X, Xu Z Z 2011 Appl. Phys. Lett. 99 091502

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    Zhang G B, Zou D B, Ma Y Y, Zhuo H B, Shao F Q, Yang X H, Ge Z Y, Yin Y, Yu T P, Tian C L, Gan L F, Ouyang J M, Zhao N 2013 Acta Phys. Sin. 62 205203 (in Chinese) [张国博, 邹德滨, 马燕云, 卓红斌, 邵福球, 杨晓虎, 葛哲屹, 银燕, 余同普, 田成林, 甘龙飞, 欧阳建明, 赵娜 2013 62 205203]

    [8]

    Zhang G B, Ma Y Y, Zou D B, Zhuo H B, Shao F Q, Yang X H, Ge Z Y, Yu T P, Tian C L, Ouyang J M, Zhao N 2013 Acta Phys. Sin. 62 125205 (in Chinese) [张国博, 马燕云, 邹德滨, 卓红斌, 邵福球, 杨晓虎, 葛哲屹, 余同普, 田成林, 欧阳建明, 赵娜 2013 62 125205]

    [9]

    Fuchs J, Cecchetti C A, Borghesi M, Grismayer T, d’Humières E, Antici P, Atzeni S, Mora P, Pipahl A, Romagnani L, Schiavi A, Sentoku Y, Toncian T, Audebert P, Willi O 2007 Phys. Rev. Lett. 99 015002

    [10]

    Liu M, Su L N, Zheng Y, Li Y T, Wang W M, Sheng Z M, Chen L M, Ma J L, Lu X, Wang Z H, Wei Z Y, Hu B T, Zhang J 2013 Acta Phys. Sin. 62 165201 (in Chinese) [刘梦, 苏鲁宁, 郑轶, 李玉同, 王伟民, 盛政明, 陈黎明, 马景龙, 鲁欣, 王兆华, 魏志义, 胡碧涛, 张杰 2013 62 165201]

    [11]

    Fuchs J, Antici P, d’Humières E, Lefebvre E, Borghesi M, Brambrink E, Cecchetti C A, Kaluza M, Malka V, Manclossi M, Meyroneinc S, Mora P, Schreiber J, Toncian T, Pépin H, Audebert P 2006 Nature Phys. 2 48

    [12]

    Ping Y, Kemp A J, Divol L, Key M H, Patel P K, AkliK U, Beg F N, Chawla S, Chen C D, Freeman R R, Hey D, Higginson D P, Jarrott L C, Kemp G E, Link A, McLean H S, Sawada H, Stephens R B, Turnbull D, Westover B, Wilks S C 2012 Phys. Rev. Lett. 109 145006

    [13]

    Pukhov A, Sheng Z M, Meyer-ter-Vehn J 1999 Phys. Plasmas 6 2847

    [14]

    Huang Y S, Bi J Y, Duan X J, Lan X J, Wang N Y, Tang X Z, He Y X 2008 Appl. Phys. Lett. 92 141504

    [15]

    Arefiev A V, Breizman B N, Schollmeier M, Khudik V N 2012 Phys. Rev. Lett. 108 145004

  • [1]

    Bulanov S, Chvykov V, Kalinchenko G, Matsuoka T, Rousseau P, Reed S, Yanovsky V, Krushelnick K, Maksimchuk A 2008 Med. Phys. 35 1770

    [2]

    Blumenfeld I, Clayton C E, Decker F J, Hogan M J, Huang C, Ischebeck R, Iverson R, Joshi C, Katsouleas T, Kirby N, Lu W, Marsh K A, Mori W B, Muggli P, Oz E, Siemann R H, Walz D, Zhou M 2007 Nature 445 741

    [3]

    Nakajima K 2008 Nature Phys. 4 92

    [4]

    Tan F, Zhu B, Han D, Xin J T, Zhao Z Q, Cao L F, Gu Y Q, Zhang B H 2014 Chin. Phys. B 23 034104

    [5]

    Leemans W P, Nagler B, Gonsalves A J, Toth Cs, Nakamura K, Geddes C G R, Esarey E, Schroeder C B, Hooker S M 2006 Nature Phys. 2 696

    [6]

    Lu H Y, Liu M W, Wang W T, Wang C, Liu J S, Deng A H, Xu J C, Xia C Q, Li W T, Zhang H, Lu X M, Wang C, Wang J Z, Liang X Y, Len Y X, Shen B F, Nakajima K, Li R X, Xu Z Z 2011 Appl. Phys. Lett. 99 091502

    [7]

    Zhang G B, Zou D B, Ma Y Y, Zhuo H B, Shao F Q, Yang X H, Ge Z Y, Yin Y, Yu T P, Tian C L, Gan L F, Ouyang J M, Zhao N 2013 Acta Phys. Sin. 62 205203 (in Chinese) [张国博, 邹德滨, 马燕云, 卓红斌, 邵福球, 杨晓虎, 葛哲屹, 银燕, 余同普, 田成林, 甘龙飞, 欧阳建明, 赵娜 2013 62 205203]

    [8]

    Zhang G B, Ma Y Y, Zou D B, Zhuo H B, Shao F Q, Yang X H, Ge Z Y, Yu T P, Tian C L, Ouyang J M, Zhao N 2013 Acta Phys. Sin. 62 125205 (in Chinese) [张国博, 马燕云, 邹德滨, 卓红斌, 邵福球, 杨晓虎, 葛哲屹, 余同普, 田成林, 欧阳建明, 赵娜 2013 62 125205]

    [9]

    Fuchs J, Cecchetti C A, Borghesi M, Grismayer T, d’Humières E, Antici P, Atzeni S, Mora P, Pipahl A, Romagnani L, Schiavi A, Sentoku Y, Toncian T, Audebert P, Willi O 2007 Phys. Rev. Lett. 99 015002

    [10]

    Liu M, Su L N, Zheng Y, Li Y T, Wang W M, Sheng Z M, Chen L M, Ma J L, Lu X, Wang Z H, Wei Z Y, Hu B T, Zhang J 2013 Acta Phys. Sin. 62 165201 (in Chinese) [刘梦, 苏鲁宁, 郑轶, 李玉同, 王伟民, 盛政明, 陈黎明, 马景龙, 鲁欣, 王兆华, 魏志义, 胡碧涛, 张杰 2013 62 165201]

    [11]

    Fuchs J, Antici P, d’Humières E, Lefebvre E, Borghesi M, Brambrink E, Cecchetti C A, Kaluza M, Malka V, Manclossi M, Meyroneinc S, Mora P, Schreiber J, Toncian T, Pépin H, Audebert P 2006 Nature Phys. 2 48

    [12]

    Ping Y, Kemp A J, Divol L, Key M H, Patel P K, AkliK U, Beg F N, Chawla S, Chen C D, Freeman R R, Hey D, Higginson D P, Jarrott L C, Kemp G E, Link A, McLean H S, Sawada H, Stephens R B, Turnbull D, Westover B, Wilks S C 2012 Phys. Rev. Lett. 109 145006

    [13]

    Pukhov A, Sheng Z M, Meyer-ter-Vehn J 1999 Phys. Plasmas 6 2847

    [14]

    Huang Y S, Bi J Y, Duan X J, Lan X J, Wang N Y, Tang X Z, He Y X 2008 Appl. Phys. Lett. 92 141504

    [15]

    Arefiev A V, Breizman B N, Schollmeier M, Khudik V N 2012 Phys. Rev. Lett. 108 145004

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  • 被引次数: 0
出版历程
  • 收稿日期:  2014-10-11
  • 修回日期:  2015-02-11
  • 刊出日期:  2015-07-05

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