• Chinese Optics Letters
  • Vol. 22, Issue 11, 113601 (2024)
Xinyi Ding1, Zerong Li1, Jiahui Ren1, Ziwei Zheng2..., Fei Ding3,* and Shiwei Tang1|Show fewer author(s)
Author Affiliations
  • 1School of Physical Science and Technology, Ningbo University, Ningbo 315211, China
  • 2Digital Industry Research Institute, Zhejiang Wanli University, Ningbo 315100, China
  • 3Centre for Nano Optics, University of Southern Denmark, DK-5230 Odense M, Denmark
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    DOI: 10.3788/COL202422.113601 Cite this Article Set citation alerts
    Xinyi Ding, Zerong Li, Jiahui Ren, Ziwei Zheng, Fei Ding, Shiwei Tang, "Tunable vector vortex beam generation using phase change metasurfaces [Invited]," Chin. Opt. Lett. 22, 113601 (2024) Copy Citation Text show less
    (a) Three-dimentional (3D) schematic of the unit structure composed of a BaF2 substrate and a GSST brick. (b), (c) 2D schematic of the unit structure, where the rotation angle θ relative to the x-axis is counterclockwise. (d)–(g) Working principle of the GSST metasurfaces for generating tunable vector beams in both amorphous and crystalline states. pol., polarized.
    Fig. 1. (a) Three-dimentional (3D) schematic of the unit structure composed of a BaF2 substrate and a GSST brick. (b), (c) 2D schematic of the unit structure, where the rotation angle θ relative to the x-axis is counterclockwise. (d)–(g) Working principle of the GSST metasurfaces for generating tunable vector beams in both amorphous and crystalline states. pol., polarized.
    The transmittance (a) amplitudes and (b) phases of the unit structure as a function of wavelength under x- and y-polarized excitations when GSST is in the amorphous state. Calculated DoLPs and AoLPs as a function of the rotation angle θ at λ = 8.55 µm under (c) LCP and (d) RCP incidences. The polarization states when (e) θ = 0° and (f) θ = 45° at λ = 8.55 µm.
    Fig. 2. The transmittance (a) amplitudes and (b) phases of the unit structure as a function of wavelength under x- and y-polarized excitations when GSST is in the amorphous state. Calculated DoLPs and AoLPs as a function of the rotation angle θ at λ = 8.55 µm under (c) LCP and (d) RCP incidences. The polarization states when (e) θ = 0° and (f) θ = 45° at λ = 8.55 µm.
    (a), (b) The transmittance (a) amplitudes and (b) phases of the unit structure as a function of wavelength under x- and y-polarized excitations when GSST is in the crystalline state. (c), (d) Calculated DoLPs and DoCPs as a function of the rotation angle θ at λ = 8.55 µm under (c) LCP and (d) RCP incidences. (e), (f) The polarization states when (e) θ = 0° and (f) 45° at λ = 8.55 µm.
    Fig. 3. (a), (b) The transmittance (a) amplitudes and (b) phases of the unit structure as a function of wavelength under x- and y-polarized excitations when GSST is in the crystalline state. (c), (d) Calculated DoLPs and DoCPs as a function of the rotation angle θ at λ = 8.55 µm under (c) LCP and (d) RCP incidences. (e), (f) The polarization states when (e) θ = 0° and (f) 45° at λ = 8.55 µm.
    Performance of the VVB generator with GSST in the amorphous state. Electric field intensity and electric field vector diagrams for (a), (b) LCP incidence and (g, h) RCP light incidence; polarization-resolved (c), (d) far-field intensity and (e), (f) phase distributions under LCP incidence; polarization-resolved (i), (j) far-field intensity and (k), (l) phase distributions under RCP incidence.
    Fig. 4. Performance of the VVB generator with GSST in the amorphous state. Electric field intensity and electric field vector diagrams for (a), (b) LCP incidence and (g, h) RCP light incidence; polarization-resolved (c), (d) far-field intensity and (e), (f) phase distributions under LCP incidence; polarization-resolved (i), (j) far-field intensity and (k), (l) phase distributions under RCP incidence.
    Performance of the second-order vector beam generator with GSST in the crystalline state. Electric field intensity and electric field vector diagrams for (a), (b) x-polarized light incidence and (g), (h) y-polarized light incidence; polarization-resolved (c), (d) far-field intensity and (e), (f) phase distributions under x-polarized light incidence; polarization-resolved (i), (j) far-field intensity and (k), (l) phase distributions under y-polarized light incidence.
    Fig. 5. Performance of the second-order vector beam generator with GSST in the crystalline state. Electric field intensity and electric field vector diagrams for (a), (b) x-polarized light incidence and (g), (h) y-polarized light incidence; polarization-resolved (c), (d) far-field intensity and (e), (f) phase distributions under x-polarized light incidence; polarization-resolved (i), (j) far-field intensity and (k), (l) phase distributions under y-polarized light incidence.
    Xinyi Ding, Zerong Li, Jiahui Ren, Ziwei Zheng, Fei Ding, Shiwei Tang, "Tunable vector vortex beam generation using phase change metasurfaces [Invited]," Chin. Opt. Lett. 22, 113601 (2024)
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