• Photonics Research
  • Vol. 13, Issue 5, 1365 (2025)
Tian Xia1, Jia Ma1, Zhenwei Xie1,2,*, and Xiaocong Yuan1,3,*
Author Affiliations
  • 1Nanophotonics Research Centre, Institute of Microscale Optoelectronics & State Key Laboratory of Radio Frequency Heterogeneous Integration, Shenzhen University, Shenzhen 518060, China
  • 2e-mail: ayst31415926@szu.edu.cn
  • 3e-mail: xcyuan@szu.edu.cn
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    DOI: 10.1364/PRJ.541783 Cite this Article Set citation alerts
    Tian Xia, Jia Ma, Zhenwei Xie, Xiaocong Yuan, "Symmetric and asymmetric Hall effect-like splitting of optical Stokes skyrmions via a hybrid multi-zone filter," Photonics Res. 13, 1365 (2025) Copy Citation Text show less
    Design concept of the HESS.
    Fig. 1. Design concept of the HESS.
    Symmetric HESS. (a1)–(c1) Numerical distributions of S1, S2, and S3, respectively, for the left sections depicted in Figs. 5(a1)–5(f1). (d1) 3D vector field. (e1) 2D top view of the skyrmion. (a2)–(e2) Corresponding experimental results. (a3)–(e3) Numerical results for the right sections depicted in Figs. 5(a1)–5(f1). (a4)–(e4) Corresponding experimental results.
    Fig. 2. Symmetric HESS. (a1)–(c1) Numerical distributions of S1, S2, and S3, respectively, for the left sections depicted in Figs. 5(a1)–5(f1). (d1) 3D vector field. (e1) 2D top view of the skyrmion. (a2)–(e2) Corresponding experimental results. (a3)–(e3) Numerical results for the right sections depicted in Figs. 5(a1)–5(f1). (a4)–(e4) Corresponding experimental results.
    Asymmetric HESS. (a1)–(c1) Numerical distributions of S1, S2, and S3, respectively, for the left sections depicted in Figs. 6(a1)–6(f1). (d1) 3D vector field. (e1) 2D top view of the skyrmion. (a2)–(e2) Corresponding experimental results. (a3)–(e3) Numerical results for the right sections depicted in Figs. 6(a1)–6(f1). (a4)–(e4) Corresponding experimental results.
    Fig. 3. Asymmetric HESS. (a1)–(c1) Numerical distributions of S1, S2, and S3, respectively, for the left sections depicted in Figs. 6(a1)–6(f1). (d1) 3D vector field. (e1) 2D top view of the skyrmion. (a2)–(e2) Corresponding experimental results. (a3)–(e3) Numerical results for the right sections depicted in Figs. 6(a1)–6(f1). (a4)–(e4) Corresponding experimental results.
    Experimental arrangement of the HESS.
    Fig. 4. Experimental arrangement of the HESS.
    Symmetric splitting of intensity distributions. (a1)–(f1) Numerical and (a2)–(f2) captured profiles of the IXP, IYP, IL+45 P, IL-45 P, IRCP, and ILCP, respectively.
    Fig. 5. Symmetric splitting of intensity distributions. (a1)–(f1) Numerical and (a2)–(f2) captured profiles of the IXP, IYP, IL+45 P, IL-45 P, IRCP, and ILCP, respectively.
    Asymmetric splitting of intensity distributions. (a1)–(f1) Numerical and (a2)–(f2) captured profiles of the IXP, IYP, IL+45 P, IL-45 P, IRCP, and ILCP, respectively.
    Fig. 6. Asymmetric splitting of intensity distributions. (a1)–(f1) Numerical and (a2)–(f2) captured profiles of the IXP, IYP, IL+45 P, IL-45 P, IRCP, and ILCP, respectively.
    Magnified images of symmetric splitting in intensity distributions. (a1)–(f1) Numerical profiles of the left sections depicted in Figs. 5(a1)–5(f1), respectively. (a2)–(f2) Corresponding experimental results. (a3)–(f3) Numerical results for the right sections depicted in Figs. 5(a1)–5(f1). (a4)–(f4) Corresponding experimental results.
    Fig. 7. Magnified images of symmetric splitting in intensity distributions. (a1)–(f1) Numerical profiles of the left sections depicted in Figs. 5(a1)–5(f1), respectively. (a2)–(f2) Corresponding experimental results. (a3)–(f3) Numerical results for the right sections depicted in Figs. 5(a1)–5(f1). (a4)–(f4) Corresponding experimental results.
    Magnified images of asymmetric splitting in intensity distributions. (a1)–(f1) Numerical profiles of the left sections depicted in Figs. 6(a1)–6(f1), respectively. (a2)–(f2) Corresponding experimental results. (a3)–(f3) Numerical results for the right sections depicted in Figs. 6(a1)–6(f1). (a4)–(f4) Corresponding experimental results.
    Fig. 8. Magnified images of asymmetric splitting in intensity distributions. (a1)–(f1) Numerical profiles of the left sections depicted in Figs. 6(a1)–6(f1), respectively. (a2)–(f2) Corresponding experimental results. (a3)–(f3) Numerical results for the right sections depicted in Figs. 6(a1)–6(f1). (a4)–(f4) Corresponding experimental results.
    (a1)–(a4) and (b1)–(b4) Stokes vectors and polarization distribution of azimuthally polarized light with a topological charge of +1 and −1 after propagating 200 mm before splitting, respectively. (c1)–(c4) and (d1)–(d4) Stokes vectors and polarization distribution after symmetric and asymmetric splitting, respectively.
    Fig. 9. (a1)–(a4) and (b1)–(b4) Stokes vectors and polarization distribution of azimuthally polarized light with a topological charge of +1 and 1 after propagating 200 mm before splitting, respectively. (c1)–(c4) and (d1)–(d4) Stokes vectors and polarization distribution after symmetric and asymmetric splitting, respectively.
    (a)–(d) Polarization ellipses distribution calculated based on the Stokes parameters in Figs. 2(a1)–2(c1), 2(a2)–2(c2), 2(a3)–2(c3), and 2(a4)–2(c4), respectively.
    Fig. 10. (a)–(d) Polarization ellipses distribution calculated based on the Stokes parameters in Figs. 2(a1)–2(c1), 2(a2)–2(c2), 2(a3)–2(c3), and 2(a4)–2(c4), respectively.
    (a)–(d) Polarization ellipses distribution calculated based on the Stokes parameters in Figs. 3(a1)–3(c1), 3(a2)–3(c2), 3(a3)–3(c3), and 3(a4)–3(c4), respectively.
    Fig. 11. (a)–(d) Polarization ellipses distribution calculated based on the Stokes parameters in Figs. 3(a1)–3(c1), 3(a2)–3(c2), 3(a3)–3(c3), and 3(a4)–3(c4), respectively.
    Tian Xia, Jia Ma, Zhenwei Xie, Xiaocong Yuan, "Symmetric and asymmetric Hall effect-like splitting of optical Stokes skyrmions via a hybrid multi-zone filter," Photonics Res. 13, 1365 (2025)
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