Maowei Liang, Dezhou Lu, Yaoguang Ma. Vectorial optical fields manipulation via metasurfaces[J]. Opto-Electronic Engineering, 2024, 51(8): 240068

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- Opto-Electronic Engineering
- Vol. 51, Issue 8, 240068 (2024)
![Spatial distribution of instantaneous electric vector field for several conventional modes and CV modes[37]. (a) x-polarized fundamental Gaussian mode; (b) x-polarized HG10 mode; (c) x-polarized HG01 mode; (d) y-polarized HG01 mode; (e) y-polarized HG01 mode; (f) x-polarized LG01 mode; (g) Radially polarized mode; (h) Azimuthally polarized mode; (i) Generalized CV beams](/richHtml/gdgc/2024/51/8/240068/2_240068-1.jpg)
Fig. 1. Spatial distribution of instantaneous electric vector field for several conventional modes and CV modes[37]. (a) x-polarized fundamental Gaussian mode; (b) x-polarized HG10 mode; (c) x-polarized HG01 mode; (d) y-polarized HG01 mode; (e) y-polarized HG01 mode; (f) x-polarized LG01 mode; (g) Radially polarized mode; (h) Azimuthally polarized mode; (i) Generalized CV beams
![Geometric representation of polarization[39]. (a) Polarization ellipse; (b) Representation of the polarization ellipse on the the Poincaré sphere](/richHtml/gdgc/2024/51/8/240068/2_240068-2.jpg)
Fig. 2. Geometric representation of polarization[39]. (a) Polarization ellipse; (b) Representation of the polarization ellipse on the the Poincaré sphere
![Higher-order PS representation for l=+1 and |l|≠|σ|[50]](/Images/icon/loading.gif)
Fig. 3. Higher-order PS representation for l=+1 and |l|≠|σ|[50]
![Generalized PS representation for m = +1 [62]](/Images/icon/loading.gif)
Fig. 4. Generalized PS representation for m = +1 [62]
![Conformal mapping simulation of a spatiotemporal vortex tube transforming into a vortex ring[76]. The spatial-temporal vortex tube phase Ф1(x, y) propagates and evolves in free space to become a vortex ring, after which a second phase mask Ф2(u, v) can be applied for collimation, with color coding representing the magnitude of the expanded phase](/Images/icon/loading.gif)
Fig. 5. Conformal mapping simulation of a spatiotemporal vortex tube transforming into a vortex ring[76]. The spatial-temporal vortex tube phase Ф1(x, y) propagates and evolves in free space to become a vortex ring, after which a second phase mask Ф2(u, v) can be applied for collimation, with color coding representing the magnitude of the expanded phase
![System configuration for vector beam generation based on a slit-structured metasurface. He-Ne, He-Ne laser: Helium-neon laser; DF: Intensity filter; QWP: Quarter-wave plate; P1, P2: Polarizers; S: Sample; MO: Microscope objective lens; CCD: Charge-coupled device; GLP1, GLP2: Glan laser polarizers; MS: Metasurface; Lens: Lenses. (a) Apparatus for the generation of different orders of cylindrical vector fields[78]; (b) Schematic diagram of the optical needle field generation system configuration using a metasurface (the optical needle field is represented by purple arrows)[79]; (c) Setup for generating vector vortex beams utilizing a metasurface[80]](/Images/icon/loading.gif)
Fig. 6. System configuration for vector beam generation based on a slit-structured metasurface. He-Ne, He-Ne laser: Helium-neon laser; DF: Intensity filter; QWP: Quarter-wave plate; P1, P2: Polarizers; S: Sample; MO: Microscope objective lens; CCD: Charge-coupled device; GLP1, GLP2: Glan laser polarizers; MS: Metasurface; Lens: Lenses. (a) Apparatus for the generation of different orders of cylindrical vector fields[78]; (b) Schematic diagram of the optical needle field generation system configuration using a metasurface (the optical needle field is represented by purple arrows)[79]; (c) Setup for generating vector vortex beams utilizing a metasurface[80]
![Cylindrical nanostuctured metasurfaces and cascaded metasurfaces for vector optical field generation. (a) Side view (left) and top view (right) of a metasurface composed of hexagonal units[81]; (b) Elliptical amorphous silicon pillar structure within the hexagonal unit cell[81]; (c-e) Schematic illustrations of near-axis distributions for cascaded metasurfaces with topological charges q = 0.5, 1.0, and 1.5, respectively[83]; (f-h) Cross-polarized microscopy images of metasurfaces with q values of 0.5, 1.0, and 1.5, where q is a constant determined by the positional variation and slow axis orientation of the metasurface unit structures[83]; (i) Nanoscale structure of the metasurface for generating three-dimensional cylindrical vector optical fields accompanied by SEM images[87]](/Images/icon/loading.gif)
Fig. 7. Cylindrical nanostuctured metasurfaces and cascaded metasurfaces for vector optical field generation. (a) Side view (left) and top view (right) of a metasurface composed of hexagonal units[81]; (b) Elliptical amorphous silicon pillar structure within the hexagonal unit cell[81]; (c-e) Schematic illustrations of near-axis distributions for cascaded metasurfaces with topological charges q = 0.5, 1.0, and 1.5, respectively[83]; (f-h) Cross-polarized microscopy images of metasurfaces with q values of 0.5, 1.0, and 1.5, where q is a constant determined by the positional variation and slow axis orientation of the metasurface unit structures[83]; (i) Nanoscale structure of the metasurface for generating three-dimensional cylindrical vector optical fields accompanied by SEM images[87]
![Concept illustration of the streamlined metalens[89]. The time-reversed electric fields (blue arrows) are obtained by the radiation of a circularly polarized point source and could be generated by a half-wave plate with spatially variant anisotropic axes. The red streamline is obtained by the trajectory of the vectorial field (orange arrows) formed by spatially variant anisotropic axes mentioned above](/Images/icon/loading.gif)
Fig. 8. Concept illustration of the streamlined metalens[89]. The time-reversed electric fields (blue arrows) are obtained by the radiation of a circularly polarized point source and could be generated by a half-wave plate with spatially variant anisotropic axes. The red streamline is obtained by the trajectory of the vectorial field (orange arrows) formed by spatially variant anisotropic axes mentioned above
![Optical hologram based on asymmetric PSOI. (a, b) Fei Zhang et al’ work[93] ; (c, d) Concurrent work of Harvard university[94]](/Images/icon/loading.gif)
Fig. 9. Optical hologram based on asymmetric PSOI. (a, b) Fei Zhang et al’ work[93] ; (c, d) Concurrent work of Harvard university[94]
![MIM metasurface structure[102]. (a) The metasurface configuration, where yellow rings denote double-nanorod structures and light brown rings represent single-nanorod structures. Inset: Magnified view of the structure; (b) A sector within the first ring; (c) Detailed illustration of the double-nanorod structure; (d) Single-nanorod structure depicted explicitly](/Images/icon/loading.gif)
Fig. 10. MIM metasurface structure[102]. (a) The metasurface configuration, where yellow rings denote double-nanorod structures and light brown rings represent single-nanorod structures. Inset: Magnified view of the structure; (b) A sector within the first ring; (c) Detailed illustration of the double-nanorod structure; (d) Single-nanorod structure depicted explicitly
![Orbital angular momentum detection with a metasurface. (a) Structure of the holographic metasurface[105]; (b) Simulated interference pattern generated[105]; (c) Binary representation of the simulated results[105]; (d) Scanning electron microscope (SEM) image of the holographic surface, showing grooves at phase-matched positions[105]; (e) The OAM detector upon left-handed circularly polarized (LCP) incidence[106]; (f-h) Simulated intensity distributions of the OAM detector when illuminated by vortex beams carrying different topological charges: (f) l = 0, (g) l = −1, and (h) l = −2[106]; (i) Optical micrograph of an eight-segment silicon cutoff-line spiral phase plate with π/4 phase steps on the left, and on the right, the SEM image of this structure alongside its corresponding vortex beam intensity distribution map[106]](/Images/icon/loading.gif)
Fig. 11. Orbital angular momentum detection with a metasurface. (a) Structure of the holographic metasurface[105]; (b) Simulated interference pattern generated[105]; (c) Binary representation of the simulated results[105]; (d) Scanning electron microscope (SEM) image of the holographic surface, showing grooves at phase-matched positions[105]; (e) The OAM detector upon left-handed circularly polarized (LCP) incidence[106]; (f-h) Simulated intensity distributions of the OAM detector when illuminated by vortex beams carrying different topological charges: (f) l = 0, (g) l = −1, and (h) l = −2[106]; (i) Optical micrograph of an eight-segment silicon cutoff-line spiral phase plate with π/4 phase steps on the left, and on the right, the SEM image of this structure alongside its corresponding vortex beam intensity distribution map[106]
![Nanoparticle localization[112]. (a) A microscope objective tightly focuses a radially polarized light beam onto silicon antennas on a glass substrate, where an oil-immersion objective collects and focuses light with numerical aperture (NA) ranging between 0.95 to 1.3, and a CCD is positioned at the rear focal plane; (b) Far-field intensity distribution diagram of the antenna along the optical axis; (c) Far-field intensity distribution diagram for a lateral displacement of 40 nm](/Images/icon/loading.gif)
Fig. 12. Nanoparticle localization[112]. (a) A microscope objective tightly focuses a radially polarized light beam onto silicon antennas on a glass substrate, where an oil-immersion objective collects and focuses light with numerical aperture (NA) ranging between 0.95 to 1.3, and a CCD is positioned at the rear focal plane; (b) Far-field intensity distribution diagram of the antenna along the optical axis; (c) Far-field intensity distribution diagram for a lateral displacement of 40 nm
![The design approach for an OAM-multiplexing hologram[123]](/Images/icon/loading.gif)
Fig. 13. The design approach for an OAM-multiplexing hologram[123]

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