• Acta Physica Sinica
  • Vol. 68, Issue 19, 199501-1 (2019)
Wei-Qian Hao1, Zhong-Cheng Liang1、*, Xiao-Yao Liu1, Rui Zhao1, Mei-Mei Kong1, Jian-Fei Guan1, and Yue Zhang2
Author Affiliations
  • 1College of Electronic and Optical Engineering, Nanjing University of Posts and Telecommunications, Nanjing 210023, China
  • 2Beijing Institute of Space Mechanics and Electricity, China Academy of Space Technology, Beijing 100094, China
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    DOI: 10.7498/aps.68.20190818 Cite this Article
    Wei-Qian Hao, Zhong-Cheng Liang, Xiao-Yao Liu, Rui Zhao, Mei-Mei Kong, Jian-Fei Guan, Yue Zhang. Imaging performance of fractal structuresparse aperture arrays[J]. Acta Physica Sinica, 2019, 68(19): 199501-1 Copy Citation Text show less
    Fractal array configuration.分形阵列结构
    Fig. 1. Fractal array configuration.分形阵列结构
    Configuration characteristics: (a) Sub-aperture diameter and fill factor curve; (b) the relationship of the number of fractal configuration and the radius of aperture.结构特征 (a)子孔径直径与填充因子曲线图; (b)结构层数与包围圆半径关系
    Fig. 2. Configuration characteristics: (a) Sub-aperture diameter and fill factor curve; (b) the relationship of the number of fractal configuration and the radius of aperture.结构特征 (a)子孔径直径与填充因子曲线图; (b)结构层数与包围圆半径关系
    MTF of fractal array (F = 22.46%): (a) There-dimensional MTF; (b) top-view MTF.分形阵列MTF(F = 22.46%) (a)三维MTF; (b) MTF俯视图
    Fig. 3. MTF of fractal array (F = 22.46%): (a) There-dimensional MTF; (b) top-view MTF. 分形阵列MTF(F = 22.46%) (a)三维MTF; (b) MTF俯视图
    MTF curves of fractal array with different fill factor: (a) Normalized frequency along fx - axis; (b) normalized frequency along fy - axis.分形结构随填充因子变化MTF曲线 (a)沿fx归一化频率方向; (b)沿fy归一化频率方向
    Fig. 4. MTF curves of fractal array with different fill factor: (a) Normalized frequency along fx - axis; (b) normalized frequency along fy - axis. 分形结构随填充因子变化MTF曲线 (a)沿fx归一化频率方向; (b)沿fy归一化频率方向
    MTF curves of fractal array with different outer layer rotational angles: (a) Normalized frequency along fx - axis; (b) normalized frequency along fy - axis.分形阵列随外环旋转角度变化MTF曲线 (a)沿fx归一化频率方向; (b)沿fy归一化频率方向
    Fig. 5. MTF curves of fractal array with different outer layer rotational angles: (a) Normalized frequency along fx - axis; (b) normalized frequency along fy - axis. 分形阵列随外环旋转角度变化MTF曲线 (a)沿fx归一化频率方向; (b)沿fy归一化频率方向
    The curve of the practical frequency with outer layer rotational angles.实际截止频率随外层旋转角的变化曲线
    Fig. 6. The curve of the practical frequency with outer layer rotational angles.实际截止频率随外层旋转角的变化曲线
    N = 3, N = 9 array configuration.N = 3, N = 9阵列结构
    Fig. 7. N = 3, N = 9 array configuration. N = 3, N = 9阵列结构
    MTF curves of three kinds of array configuration (F = 22.46%): (a) Normalized frequency along fx - axis; (b) normalized frequency along fy - axis.3种阵列的MTF曲线(F = 22.46%) (a)沿fx归一化频率方向; (b)沿fy归一化频率方向
    Fig. 8. MTF curves of three kinds of array configuration (F = 22.46%): (a) Normalized frequency along fx - axis; (b) normalized frequency along fy - axis. 3种阵列的MTF曲线(F = 22.46%) (a)沿fx归一化频率方向; (b)沿fy归一化频率方向
    ${d_0}$0.50.60.70.80.91.0
    填充因子0.09520.12190.14850.17470.20010.2246
    实际截止频率0.45180.62840.63500.63820.63820.6382
    中频特性0.05600.06320.05070.07260.06830.0632
    Table 1.

    Characteristics of fractal array with different fill factors.

    分形阵列在不同填充因子下的特性指标

    阵列结构N = 3 N = 9 N = 18
    实际截止频率0.27780.27780.6382
    中频特性0.15150.05710.0632
    Table 2.

    Characteristics of three kinds of array configuration.

    3种阵列的特性指数

    Wei-Qian Hao, Zhong-Cheng Liang, Xiao-Yao Liu, Rui Zhao, Mei-Mei Kong, Jian-Fei Guan, Yue Zhang. Imaging performance of fractal structuresparse aperture arrays[J]. Acta Physica Sinica, 2019, 68(19): 199501-1
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