Photonic flat band dynamics

被引:44
作者
Vicencio Poblete, Rodrigo A. [1 ]
机构
[1] Univ Chile, Dept Fis, Fac Ciencias Fis & Matemat, Santiago, Chile
关键词
Photonic lattices; flat Bands; light Localization; discrete systems; integrated optics; image propagation; WAVE-GUIDE; IMAGE TRANSMISSION; SOLITONS; MODES; TRANSPORT; LOCALIZATION; LATTICE; CAGES;
D O I
10.1080/23746149.2021.1878057
中图分类号
O4 [物理学];
学科分类号
0702 ;
摘要
During the last decades, researchers of different scientific areas have investigated several systems and materials to suggest new ways of transporting and localizing light. These problems are probably main goals in any search for new configurations and new emerging properties, independently of the degree of complexity of suggested methods. Fortunately, fabrication techniques in photonics have consolidated during the last decades, allowing the experimental implementation of different theoretical ideas which were neither tested nor validated. Specifically, we will focus on recent advances in the implementation of Flat Band (FB) photonic systems. FB periodical structures have at least two bands in their linear spectrum, with one of them completely flat. This implies the emergence of linear photonic states which are completely localized in space and that can be located in different regions across the lattice. This localization occurs as a result of destructive interference, what naturally depends on the particular lattice geometry. In addition, flat band systems also posses dispersive states which make possible the observation of ballistic transport as well. Therefore, FB photonic lattices constitute an unique platform for studying localization and transport, without requiring the inclusion of any sophisticated interaction/effect, rather a smart and simple geometry. [GRAPHICS] .
引用
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页数:22
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共 92 条
[1]   Realization of Anomalous Floquet Insulators in Strongly Coupled Nanophotonic Lattices [J].
Afzal, Shirin ;
Zimmerling, Tyler J. ;
Ren, Yang ;
Perron, David ;
Van, Vien .
PHYSICAL REVIEW LETTERS, 2020, 124 (25)
[2]   SIGNIFICANCE OF ELECTROMAGNETIC POTENTIALS IN THE QUANTUM THEORY [J].
AHARONOV, Y ;
BOHM, D .
PHYSICAL REVIEW, 1959, 115 (03) :485-491
[3]   Bosonic Condensation and Disorder-Induced Localization in a Flat Band [J].
Baboux, F. ;
Ge, L. ;
Jacqmin, T. ;
Biondi, M. ;
Galopin, E. ;
Lemaitre, A. ;
Le Gratiet, L. ;
Sagnes, I. ;
Schmidt, S. ;
Tuereci, H. E. ;
Amo, A. ;
Bloch, J. .
PHYSICAL REVIEW LETTERS, 2016, 116 (06)
[4]   Localized gap modes in nonlinear dimerized Lieb lattices [J].
Belicev, P. P. ;
Gligoric, G. ;
Maluckov, A. ;
Stepic, M. ;
Johansson, M. .
PHYSICAL REVIEW A, 2017, 96 (06)
[5]   Localized modes in nonlinear binary kagome ribbons [J].
Belicev, P. P. ;
Gligoric, G. ;
Radosavljevic, A. ;
Maluckov, A. ;
Stepic, M. ;
Vicencio, R. A. ;
Johansson, M. .
PHYSICAL REVIEW E, 2015, 92 (05)
[6]   Band touching from real-space topology in frustrated hopping models [J].
Bergman, Doron L. ;
Wu, Congjun ;
Balents, Leon .
PHYSICAL REVIEW B, 2008, 78 (12)
[7]   Experimental Realization of PT-Symmetric Flat Bands [J].
Biesenthal, Tobias ;
Kremer, Mark ;
Heinrich, Matthias ;
Szameit, Alexander .
PHYSICAL REVIEW LETTERS, 2019, 123 (18)
[8]   Topological and flat-band states induced by hybridized linear interactions in one-dimensional photonic lattices [J].
Caceres-Aravena, G. ;
Foa Torres, L. E. F. ;
Vicencio, R. A. .
PHYSICAL REVIEW A, 2020, 102 (02)
[9]   Perfect localization on flat-band binary one-dimensional photonic lattices [J].
Caceres-Aravena, Gabriel ;
Vicencio, Rodrigo A. .
PHYSICAL REVIEW A, 2019, 100 (01)
[10]   Localizing energy through nonlinearity and discreteness [J].
Campbell, DK ;
Flach, S ;
Kivshar, YS .
PHYSICS TODAY, 2004, 57 (01) :43-49