• Laser & Optoelectronics Progress
  • Vol. 57, Issue 15, 151403 (2020)
Qianqian Su* and Mengrao Tang
Author Affiliations
  • School of Electronics and Electrical Engineering, Xiamen Institute of Technology, Xiamen, Fujian 361021, China
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    DOI: 10.3788/LOP57.151403 Cite this Article Set citation alerts
    Qianqian Su, Mengrao Tang. Light-Intensity Distribution Characteristics of Flat-Topped Beam in Indirectly Driven Target Cavity[J]. Laser & Optoelectronics Progress, 2020, 57(15): 151403 Copy Citation Text show less
    Light intensity distribution of square flat-topped beams
    Fig. 1. Light intensity distribution of square flat-topped beams
    Schematic of ICF target cavity device
    Fig. 2. Schematic of ICF target cavity device
    Influence of different incident angles on light intensity distribution at focal point. (a) θ=0°; (b) θ=35°; (c) θ=65°
    Fig. 3. Influence of different incident angles on light intensity distribution at focal point. (a) θ=0°; (b) θ=35°; (c) θ=65°
    Two-dimensional light intensity distribution curves in different directions. (a) X axis; (b) Y axis
    Fig. 4. Two-dimensional light intensity distribution curves in different directions. (a) X axis; (b) Y axis
    Characteristic curves of beam waist width in different directions with incident angle. (a) X axis; (b) Y axis
    Fig. 5. Characteristic curves of beam waist width in different directions with incident angle. (a) X axis; (b) Y axis
    Light intensity distribution at cross section of target cavity with different transmission distance (θ=35°). (a) Zl=0.04 mm; (b) Zl=0.10 mm; (c) Zl=0.30 mm; (d) Zl=1.00 mm; (e) Zl=3.50 mm; (f) Zl=3.70 mm
    Fig. 6. Light intensity distribution at cross section of target cavity with different transmission distance (θ=35°). (a) Zl=0.04 mm; (b) Zl=0.10 mm; (c) Zl=0.30 mm; (d) Zl=1.00 mm; (e) Zl=3.50 mm; (f) Zl=3.70 mm
    Qianqian Su, Mengrao Tang. Light-Intensity Distribution Characteristics of Flat-Topped Beam in Indirectly Driven Target Cavity[J]. Laser & Optoelectronics Progress, 2020, 57(15): 151403
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