2021
DOI: 10.1103/physrevlett.127.203901
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Möbius Strip Microlasers: A Testbed for Non-Euclidean Photonics

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Cited by 21 publications
(17 citation statements)
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“…In a curved space, the traditional ray dynamics assuming straight light trajectories no longer applies, and the proper light trajectories are the geodesic lines determined by the space metric tensor, ensuring the optical length of the extremum it passes 41 . In comparison with flat 2D surfaces, curved 2D surfaces can be classified into two categories: the ones that can and cannot be unfolded to become flat surfaces.…”
Section: Resultsmentioning
confidence: 99%
“…In a curved space, the traditional ray dynamics assuming straight light trajectories no longer applies, and the proper light trajectories are the geodesic lines determined by the space metric tensor, ensuring the optical length of the extremum it passes 41 . In comparison with flat 2D surfaces, curved 2D surfaces can be classified into two categories: the ones that can and cannot be unfolded to become flat surfaces.…”
Section: Resultsmentioning
confidence: 99%
“…Meanwhile, the size of the structure, up to a dimeter of more than 8μm, is 6 to 8 times larger than the standard microlens, making it suitable for WGM microcavities at optical wavlengths. There are several other reported methods for fabricating 3D curved structures, such as direct laser writing for Mobius trip microlasers 41 , 3D printing for geodesic lenses 48,49 , and focused ion beam (FIB) etching for microscale concave mirrors 50 , which are also promising techniques for fabricating the curved cavity. In comparison, the EBL-reflow-ICP method adopts standard nanofabrication technologies on inorganic semiconductor substrates without deteriorating the optical properties of the material, which is essential for achieving semiconductor microlasers compatible with other on-chip photonic devices.…”
Section: Resultsmentioning
confidence: 99%
“…In a curved space, the traditional ray dynamics assuming straight light trajectories no longer applies, and the proper light trajectories are the geodesic lines determined by the space metric tensor, ensuring the optical length of extremum it passes 41 . In comparison with flat 2D surfaces, curved 2D surfaces can be classified into two categories: the ones that can and cannot be unfolded to become a flat surface.…”
Section: The Model and Associated Definitionsmentioning
confidence: 99%
“…Ever since this innovative notion was brought up by Batz and Peschel ( 2 ), electromagnetic (EM) dynamics and wave propagation on 2D curved surfaces have been prosperously developed both theoretically ( 3 – 10 ) and experimentally ( 11 15 ). On the other hand, GR notions could reciprocally contribute to the engineering of nanophotonic devices ( 15 , 16 ) and transformation optical designs, ranging from EM invisible cloaks ( 17 , 18 ) to perfectly focusing lenses ( 19 21 ), based on manipulation of the curved geodesic paths.…”
Section: Introductionmentioning
confidence: 99%