• Laser & Optoelectronics Progress
  • Vol. 59, Issue 3, 0323002 (2022)
Chengfu Yang1、*, Xinggui Xu2、**, Junge Chen3, and Juan Chen1
Author Affiliations
  • 1School of Information Science and Technology, Yunnan Normal University, Kunming , Yunnan 650500, China
  • 2School of Information Science and Technology, Yunnan University of Finance and Economics, Kunming , Yunnan 650221, China
  • 3Department of Geography, Yunnan Normal University, Kunming , Yunnan 650500, China
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    DOI: 10.3788/LOP202259.0323002 Cite this Article Set citation alerts
    Chengfu Yang, Xinggui Xu, Junge Chen, Juan Chen. Design of Multi-Beam Lens Antenna Based on Area Mapping Method[J]. Laser & Optoelectronics Progress, 2022, 59(3): 0323002 Copy Citation Text show less
    Area calculation of polygons in the physical space with the separation angle of θi. (a) Polygon (triangle) is completely located at the gray area; (b) polygon spans the beige and gray areas; (c) polygon is completely located at the beige region
    Fig. 1. Area calculation of polygons in the physical space with the separation angle of θi. (a) Polygon (triangle) is completely located at the gray area; (b) polygon spans the beige and gray areas; (c) polygon is completely located at the beige region
    Distribution of electric field and dielectric constant of the four-beam lens antenna. (a) Near electric field distribution and (b) dielectric constant distribution when R=2λ; (c) near electric field distribution and (d) dielectric constant distribution when R=4λ
    Fig. 2. Distribution of electric field and dielectric constant of the four-beam lens antenna. (a) Near electric field distribution and (b) dielectric constant distribution when R=2λ; (c) near electric field distribution and (d) dielectric constant distribution when R=4λ
    Permittivity distribution and equivalent parameter inversion results of the four-beam antenna. (a) Continuous distribution of the permittivity values; (b) discrete distribution of the permittivity values; (c) equivalent parameters inversion result of the cell grid under different drilling-hole diameters
    Fig. 3. Permittivity distribution and equivalent parameter inversion results of the four-beam antenna. (a) Continuous distribution of the permittivity values; (b) discrete distribution of the permittivity values; (c) equivalent parameters inversion result of the cell grid under different drilling-hole diameters
    Geometric structure of the four-beam lens antenna. (a) Top view; (b) side view; (c) side view of equivalent medium lens
    Fig. 4. Geometric structure of the four-beam lens antenna. (a) Top view; (b) side view; (c) side view of equivalent medium lens
    Parametric characteristic distributions of the dipole antenna and the proposed four-beam lens antenna. (a) S11; (b) VSWR
    Fig. 5. Parametric characteristic distributions of the dipole antenna and the proposed four-beam lens antenna. (a) S11; (b) VSWR
    Comparison of radiation gain between the dipole antenna and the proposed our-beam lens antenna at different frequencies. (a) E plane and (d) H plane gains at 5.8 GHz; (b) E plane and (e) H plane gains at 6.0 GHz; (c) E plane and (f) H plane gains at 6.2 G
    Fig. 6. Comparison of radiation gain between the dipole antenna and the proposed our-beam lens antenna at different frequencies. (a) E plane and (d) H plane gains at 5.8 GHz; (b) E plane and (e) H plane gains at 6.0 GHz; (c) E plane and (f) H plane gains at 6.2 G
    Influence of frequency on the gain and directivity of the dipole antenna and the proposed four-beam lens antenna. (a) Relationship between frequency variation and the maximum gain; (b) relationship between frequency variation and directional amplitude
    Fig. 7. Influence of frequency on the gain and directivity of the dipole antenna and the proposed four-beam lens antenna. (a) Relationship between frequency variation and the maximum gain; (b) relationship between frequency variation and directional amplitude
    Chengfu Yang, Xinggui Xu, Junge Chen, Juan Chen. Design of Multi-Beam Lens Antenna Based on Area Mapping Method[J]. Laser & Optoelectronics Progress, 2022, 59(3): 0323002
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