• Acta Optica Sinica
  • Vol. 38, Issue 10, 1014003 (2018)
Yuting Tian1、2、*, Rong Wu1、*, Mingying Sun1, Junyong Zhang1, Yanli Zhang1, Ye Yang1、2, and Shenlei Zhou1
Author Affiliations
  • 1 Key Laboratory of High Power Laser and Physics, Shanghai Institute of Optics and Fine Mechanics, Chinese Academy of Sciences, Shanghai 201800, China
  • 2 University of Chinese Academy of Sciences, Beijing 100049, China
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    DOI: 10.3788/AOS201838.1014003 Cite this Article Set citation alerts
    Yuting Tian, Rong Wu, Mingying Sun, Junyong Zhang, Yanli Zhang, Ye Yang, Shenlei Zhou. Influence of Nonlinear Modulation on the Defocusing Performance of Beam Smoothing Phase Plate[J]. Acta Optica Sinica, 2018, 38(10): 1014003 Copy Citation Text show less
    Engineering optical path with CPP in the high power laser terminal system
    Fig. 1. Engineering optical path with CPP in the high power laser terminal system
    Quantification of 3D light field. (a) Indirectly driven black cavity injection model; (b) directly driven spherical target compression model
    Fig. 2. Quantification of 3D light field. (a) Indirectly driven black cavity injection model; (b) directly driven spherical target compression model
    Nonlinear effect modulation by KDP and WFL. (a) Local peak intensity at different thicknesses in fused silica; (b) nonlinear phase shift related to local B integral
    Fig. 3. Nonlinear effect modulation by KDP and WFL. (a) Local peak intensity at different thicknesses in fused silica; (b) nonlinear phase shift related to local B integral
    Calculation model of two indicators for characterizing spot evolution in 3D space. (a) Spot position offset to optical axis; (b) spot intensity distribution of 4 quadrants in x'Oy' coordinate
    Fig. 4. Calculation model of two indicators for characterizing spot evolution in 3D space. (a) Spot position offset to optical axis; (b) spot intensity distribution of 4 quadrants in x'Oy' coordinate
    Defocus transmission model
    Fig. 5. Defocus transmission model
    CPP design focal spot under ideal irradiation. (a) 2D focal spot; (b) 1D intensity along two orthogonal directions through the center of optical axis
    Fig. 6. CPP design focal spot under ideal irradiation. (a) 2D focal spot; (b) 1D intensity along two orthogonal directions through the center of optical axis
    Only include nonlinear phase shift at I(z)=5 GW/cm2. (a) Far-field spot; (b) 4 mm defocusing spot
    Fig. 7. Only include nonlinear phase shift at I(z)=5 GW/cm2. (a) Far-field spot; (b) 4 mm defocusing spot
    γ and η versus nonlinear phase shift. (a) γx; (b) ηLRand ηUD
    Fig. 8. γ and η versus nonlinear phase shift. (a) γx; (b) ηLRand ηUD
    Intensity in 4 mm defocusing plane taking into accounts both nonlinear intensity and phase distortions. (a) 2D spot; (b) 1D intensity curve of two orthogonal directions
    Fig. 9. Intensity in 4 mm defocusing plane taking into accounts both nonlinear intensity and phase distortions. (a) 2D spot; (b) 1D intensity curve of two orthogonal directions
    Position shift and symmetry varying with defocusing distance. (a) Position shift; (b) symmetry
    Fig. 10. Position shift and symmetry varying with defocusing distance. (a) Position shift; (b) symmetry
    Defocus /mmγx at I2 /mmγx at I4 /mmγxat I5 /mmηLR at I2ηLR at I4ηLR at I5
    1-0.0144-0.0168-0.01751.02371.02030.9972
    2-0.0296-0.0377-0.04301.05771.08341.0599
    3-0.0448-0.0584-0.06841.14341.15781.1558
    4-0.0654-0.0864-0.10271.22601.27331.2949
    Table 1. Position shift and symmetry along x axis
    Defocus /mmγy at I2 /mmγy at I4 /mmγy at I5 /mmηUD at I2ηUD at I4ηUD at I5
    10.00160.00160.00161.03121.03841.0445
    20.00160.00160.00161.00641.01111.0161
    30.00160.00160.00161.01321.01971.0215
    40.00160.00160.00161.01231.01961.0253
    Table 2. Position shift and symmetry along y axis
    Yuting Tian, Rong Wu, Mingying Sun, Junyong Zhang, Yanli Zhang, Ye Yang, Shenlei Zhou. Influence of Nonlinear Modulation on the Defocusing Performance of Beam Smoothing Phase Plate[J]. Acta Optica Sinica, 2018, 38(10): 1014003
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