Acta Photonica Sinica, Volume. 53, Issue 6, 0626001(2024)

Topological Oscillations and Asymmetric Edge States in One-dimensional Trimer Lattices

Jin ZHANG, Tao JIANG, Guoguo XIN*, Yu DANG, and Gaofeng WU
Author Affiliations
  • School of Physics, Northwest University, Xi′an710072, China
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    Figures & Tables(10)
    Schematic diagram of the structure of the trimer lattice model
    Dispersion relations under the scenarios of v1=v2=1 and v1≠v2 in k space
    Optical evolution of waveguide arrays under symmetric protection and the sum of the optical intensities within the two waveguides
    Optical evolution of waveguide arrays at v1=1,v2=2,w=2 and the sum of the optical intensities within the two waveguides
    Optical evolution of waveguide arrays at v1=1,v2=2,w=4 and the sum of the optical intensities within the two waveguides
    The intensity distribution of the real space band and eigenstates when the system is in the symmetric state (v1=v2) and the broken state (v1≠v2)
    Phase diagram of the distribution of topological edge states
    Optical evolution of incident light from different sites and the distribution of the eigenwave function ψ1 and ψ3
    Optical evolution in the waveguide array with introduced defects when v1=v2
    Optical evolution in the waveguide array with introduced defects when v1≠v2
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    Jin ZHANG, Tao JIANG, Guoguo XIN, Yu DANG, Gaofeng WU. Topological Oscillations and Asymmetric Edge States in One-dimensional Trimer Lattices[J]. Acta Photonica Sinica, 2024, 53(6): 0626001

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    Paper Information

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    Received: Nov. 27, 2023

    Accepted: Jan. 15, 2024

    Published Online: Jul. 16, 2024

    The Author Email: Guoguo XIN (xinguo@nwu.edu.cn)

    DOI:10.3788/gzxb20245306.0626001

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