• Acta Photonica Sinica
  • Vol. 51, Issue 6, 0623001 (2022)
Yu ZHANG1, Meini GAO1, Haitao DAI1、*, Ying LIU1、*, and Qieni LÜ2
Author Affiliations
  • 1Tianjin Key Laboratory of Low Dimensional Materials Physics and Preparing Technology,School of Science,Tianjin University,Tianjin 300072,China
  • 2Key Laboratory of Opto-Electronics Information Technology,Ministry of Education,School of Precision Instrument & Optoelectronics Engineering,Tianjin University,Tianjin 300072,China
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    DOI: 10.3788/gzxb20225106.0623001 Cite this Article
    Yu ZHANG, Meini GAO, Haitao DAI, Ying LIU, Qieni LÜ. Lieb Moire Photonic Lattice and Its Photonic Properties[J]. Acta Photonica Sinica, 2022, 51(6): 0623001 Copy Citation Text show less
    Construction method of Lieb Moire lattice
    Fig. 1. Construction method of Lieb Moire lattice
    Band structures of Lieb sublattice and Lieb Moire lattice with filling factor of 0.1
    Fig. 2. Band structures of Lieb sublattice and Lieb Moire lattice with filling factor of 0.1
    Bandgap characteristic diagrams and band structures of Lieb lattice and Lieb Moire lattice(the illustrations show the curves of the main bandgap width changing with the filling factor)
    Fig. 3. Bandgap characteristic diagrams and band structures of Lieb lattice and Lieb Moire lattice(the illustrations show the curves of the main bandgap width changing with the filling factor)
    Flatness F of the photonic band varies with r1/α
    Fig. 4. Flatness F of the photonic band varies with r1/α
    Electric energy distributions of the flat photonic band
    Fig. 5. Electric energy distributions of the flat photonic band
    Bandgap characteristic diagram and band structure of Lieb composite Moire lattice(the illustrations shows the curve of the main bandgap width changing with the filling factor)
    Fig. 6. Bandgap characteristic diagram and band structure of Lieb composite Moire lattice(the illustrations shows the curve of the main bandgap width changing with the filling factor)
    Bandgap characteristic diagrams and band structures with r2=0.5r1 of Lieb Moire lattice and Lieb composite Moire lattice(the illustrations show the curves of the main bandgap width changing with the filling factor)
    Fig. 7. Bandgap characteristic diagrams and band structures with r2=0.5r1 of Lieb Moire lattice and Lieb composite Moire lattice(the illustrations show the curves of the main bandgap width changing with the filling factor)
    Yu ZHANG, Meini GAO, Haitao DAI, Ying LIU, Qieni LÜ. Lieb Moire Photonic Lattice and Its Photonic Properties[J]. Acta Photonica Sinica, 2022, 51(6): 0623001
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