TY - JOUR
T1 - The influence of shape and orientation of scatters on the photonic band gap in two-dimensional Bravais-Moiré lattices
AU - Gómez-Urrea, H. A.
AU - Bareño-Silva, J.
AU - Caro-Lopera, F. J.
AU - Mora-Ramos, M. E.
N1 - Funding Information:
MEMR wishes to thank University of Medellín for hospitality and support during 2019–2020 sabbatical stay. He also acknowledges Mexican Conacyt for partial support through Research Grant A1-S-8218 and Mexican SEP-PRODEP for support through program “Estancias cortas”. This research was supported by Universidad de Medellin through research project “ Propiedades de cristales fotónicos bidimensionales con redes de Bravais-Moiré ” Conv. 38 REF 951.
Publisher Copyright:
© 2020 Elsevier B.V.
Copyright:
Copyright 2020 Elsevier B.V., All rights reserved.
PY - 2020/12
Y1 - 2020/12
N2 - We perform a theoretical study of light propagation properties in two-dimensional square photonic crystals following Bravais-Moiré patterns, paying particular attention to the influence of the transversal shape and the orientation of the dielectric scatters onto the width and position of photonic band gaps. In this sense, we have considered both square and triangular transversal geometries for the dielectric scatters, together with the possible rotation of either all the elements or of one half of them, within the unit cell. Results for the photonic dispersion relations and band gaps are compared with those arising from the analysis of structures with simple bi-atomic Bravais unit cells. It comes out that wider photonic gaps appear when using square-shaped scatters. The use of Bravais-Moiré cells with the same kind of cores enhance the width of these gaps but shift them towards higher frequencies. Rotation of all elements within the cell in angles of 0.23 rad and 0.46 rad causes very small, if not null, changes in the photonic gap widths. However, the rotation of one half of the scatters in the cell, leaving the other half unrotated does produce noticeable modifications in the photonic band structure: For crystals made of square-shaped dielectric cores and simple cubic cells, this rotation strongly modifies the photonic structure, whilst for Bravais-Moiré crystals the same kind of change takes place for cells made of triangular-shaped cores.
AB - We perform a theoretical study of light propagation properties in two-dimensional square photonic crystals following Bravais-Moiré patterns, paying particular attention to the influence of the transversal shape and the orientation of the dielectric scatters onto the width and position of photonic band gaps. In this sense, we have considered both square and triangular transversal geometries for the dielectric scatters, together with the possible rotation of either all the elements or of one half of them, within the unit cell. Results for the photonic dispersion relations and band gaps are compared with those arising from the analysis of structures with simple bi-atomic Bravais unit cells. It comes out that wider photonic gaps appear when using square-shaped scatters. The use of Bravais-Moiré cells with the same kind of cores enhance the width of these gaps but shift them towards higher frequencies. Rotation of all elements within the cell in angles of 0.23 rad and 0.46 rad causes very small, if not null, changes in the photonic gap widths. However, the rotation of one half of the scatters in the cell, leaving the other half unrotated does produce noticeable modifications in the photonic band structure: For crystals made of square-shaped dielectric cores and simple cubic cells, this rotation strongly modifies the photonic structure, whilst for Bravais-Moiré crystals the same kind of change takes place for cells made of triangular-shaped cores.
KW - 2D photonic crystals
KW - Bravais-Moiré lattices
KW - Dielectric core shape and orientation
KW - Photonic band gap
UR - http://www.scopus.com/inward/record.url?scp=85094159051&partnerID=8YFLogxK
U2 - 10.1016/j.photonics.2020.100845
DO - 10.1016/j.photonics.2020.100845
M3 - Artículo
AN - SCOPUS:85094159051
SN - 1569-4410
VL - 42
JO - Photonics and Nanostructures - Fundamentals and Applications
JF - Photonics and Nanostructures - Fundamentals and Applications
M1 - 100845
ER -