• Acta Physica Sinica
  • Vol. 68, Issue 19, 195202-1 (2019)
Charles F. Wu1, Yao Zhao2、*, Su-Ming Weng1, Min Chen1, and Zheng-Ming Sheng1、3
Author Affiliations
  • 1Key Laboratory for Laser Plasmas, School of Physics and Astronomy, Shanghai Jiao Tong University, Shanghai 200240, China
  • 2Key Laboratory of High Power Laser and Physics, Shanghai Institute of Optics and Fine Mechanics,Chinese Academy of Sciences, Shanghai 201800, China
  • 3Tsung-Dao Lee Institute, Shanghai 200240, China
  • show less
    DOI: 10.7498/aps.68.20190883 Cite this Article
    Charles F. Wu, Yao Zhao, Su-Ming Weng, Min Chen, Zheng-Ming Sheng. Nonlinear evolution of stimulated scattering near 1/4 critical density[J]. Acta Physica Sinica, 2019, 68(19): 195202-1 Copy Citation Text show less
    (a) Temporal and spatial variation of ion density distribution; (b) the ion density distribution at 2100T0. The red dotted line marks the density cavity with the width of 2λ0.(a)随时间变化的离子密度分布; (b) 2100T0时刻的离子密度分布
    Fig. 1. (a) Temporal and spatial variation of ion density distribution; (b) the ion density distribution at 2100T0. The red dotted line marks the density cavity with the width of 2λ0. (a)随时间变化的离子密度分布; (b) 2100T0时刻的离子密度分布
    (a) Spatio-temporal evolution of the electric field Ey, Ey is normalized to El, which is the electric field intensity of incident laser; (b) distribution of electric field in (k, ω) space corresponding to the time window [0−2000]T0 and the space window [200−400] μm; (c) distribution of electric field in (k, ω) space corresponding to the time window [2000−4000]T0 and the space window [200−400] μm.(a)归一化电场Ey的时空演化图, 其中的归一化量纲El为入射激光的电场强度; (b) 0−2000T0, 200−400 μm等离子体中的电场Ey在k – ω空间中的分布; (c) 2000T0−4000T0, 200−400 μm等离子体中的电场Ey在k – ω空间中的分布
    Fig. 2. (a) Spatio-temporal evolution of the electric field Ey, Ey is normalized to El, which is the electric field intensity of incident laser; (b) distribution of electric field in (k, ω) space corresponding to the time window [0−2000]T0 and the space window [200−400] μm; (c) distribution of electric field in (k, ω) space corresponding to the time window [2000−4000]T0 and the space window [200−400] μm. (a)归一化电场Ey的时空演化图, 其中的归一化量纲El为入射激光的电场强度; (b) 0−2000T0, 200−400 μm等离子体中的电场Eykω空间中的分布; (c) 2000T0−4000T0, 200−400 μm等离子体中的电场Eykω空间中的分布
    (a) Comparison of the generation time of plasma density cavity with different initial electron temperatures at quarter critical density; (b) comparison of the generation time of plasma density cavity with different initial ion temperatures at quarter critical density.(a)在不同的初始电子温度下, 1/4临界密度处等离子体密度坑的产生时间对比; (b)在不同的初始离子温度下, 1/4临界密度处等离子体密度坑的产生时间对比
    Fig. 3. (a) Comparison of the generation time of plasma density cavity with different initial electron temperatures at quarter critical density; (b) comparison of the generation time of plasma density cavity with different initial ion temperatures at quarter critical density.(a)在不同的初始电子温度下, 1/4临界密度处等离子体密度坑的产生时间对比; (b)在不同的初始离子温度下, 1/4临界密度处等离子体密度坑的产生时间对比
    (a) Temporal and spatial variation of ion density distribution; (b) after the formation of density cavities, the ions near the density cavities have been accelerated to a higher energy at the moment of 3200T0.(a)随时空变化的离子密度分布; (b)密度坑产生后, 在3200T0时刻, 密度坑附近的离子被加速到较高的能量
    Fig. 4. (a) Temporal and spatial variation of ion density distribution; (b) after the formation of density cavities, the ions near the density cavities have been accelerated to a higher energy at the moment of 3200T0. (a)随时空变化的离子密度分布; (b)密度坑产生后, 在3200T0时刻, 密度坑附近的离子被加速到较高的能量
    (a), (c), (e) Temporal and spatial variation of ion density distribution in different time windows; (b), (d), (f) the longitudinal field Ex in (x, ω) space. The ion and Ex distribution represent the development of instability regions and parametric instability, respectively.(a), (c), (e)不同时间段中的离子密度在x – t空间中的分布; (b), (d), (f)不同时间段中的纵向电场Ex在x – ω空间中的分布; 这些离子密度以及纵向电场的分布, 分别反映了不稳定区域或激光等离子体不稳定性的发展情况
    Fig. 5. (a), (c), (e) Temporal and spatial variation of ion density distribution in different time windows; (b), (d), (f) the longitudinal field Ex in (x, ω) space. The ion and Ex distribution represent the development of instability regions and parametric instability, respectively. (a), (c), (e)不同时间段中的离子密度在xt空间中的分布; (b), (d), (f)不同时间段中的纵向电场Exxω空间中的分布; 这些离子密度以及纵向电场的分布, 分别反映了不稳定区域或激光等离子体不稳定性的发展情况
    (a), (c) The Ex distribution in (k, ω) space corresponding to the time window [0−2000]T0; (b), (d) the Ex distribution in (k, ω) space corresponding to the time window [2000T0−4000]T0. The longitudinal field Ex represents the development of SRS and SBS instabilities in the different time windows, respectively.(a), (c) 0−2000T0纵场Ex在k-ω空间的分布; (b), (d) 2000T0−4000T0纵场Ex在k – ω空间的分布, 相应频率与波矢的纵场Ex, 分别对应了SBS和SRS不稳定性的发展
    Fig. 6. (a), (c) The Ex distribution in (k, ω) space corresponding to the time window [0−2000]T0; (b), (d) the Ex distribution in (k, ω) space corresponding to the time window [2000T0−4000]T0. The longitudinal field Ex represents the development of SRS and SBS instabilities in the different time windows, respectively. (a), (c) 0−2000T0纵场Exk-ω空间的分布; (b), (d) 2000T0−4000T0纵场Exkω空间的分布, 相应频率与波矢的纵场Ex, 分别对应了SBS和SRS不稳定性的发展
    (a) The temporal evolution of left traveling wave in frequency space; (b) the temporal evolution of SRS; (c) the temporal evolution of SBS.(a)左行波在频率空间中随时间的变化; (b) SRS的份额随时间的变化; (c) SBS的份额随时间的变化
    Fig. 7. (a) The temporal evolution of left traveling wave in frequency space; (b) the temporal evolution of SRS; (c) the temporal evolution of SBS.(a)左行波在频率空间中随时间的变化; (b) SRS的份额随时间的变化; (c) SBS的份额随时间的变化
    Charles F. Wu, Yao Zhao, Su-Ming Weng, Min Chen, Zheng-Ming Sheng. Nonlinear evolution of stimulated scattering near 1/4 critical density[J]. Acta Physica Sinica, 2019, 68(19): 195202-1
    Download Citation