2019
DOI: 10.1038/s41467-019-08881-z
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A silicon-on-insulator slab for topological valley transport

Abstract: Backscattering suppression in silicon-on-insulator (SOI) is one of the central issues to reduce energy loss and signal distortion, enabling for capability improvement of modern information processing systems. Valley physics provides an intriguing way for robust information transfer and unidirectional coupling in topological nanophotonics. Here we realize topological transport in a SOI valley photonic crystal slab. Localized Berry curvature near zone corners guarantees the existence of valley-dependent edge sta… Show more

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Cited by 491 publications
(321 citation statements)
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“…Sweeping Δ r , we obtain the phase diagram as shown in Figure c, which exhibits a topological phase transition when Δ r crosses zero . Note that our first‐principle calculations reveal that the absolute values of the valley‐dependent numbers around K/K′ valley are smaller than one‐half in our practical structure, due to the large bandgaps . However, the sign of the valley‐Chern number defined as | C V | = | C K − C K′ | will guarantee the protection of topological valley‐Hall phase, as long as the bulk states at K and K′ valleys are orthogonal to each other …”
mentioning
confidence: 91%
“…Sweeping Δ r , we obtain the phase diagram as shown in Figure c, which exhibits a topological phase transition when Δ r crosses zero . Note that our first‐principle calculations reveal that the absolute values of the valley‐dependent numbers around K/K′ valley are smaller than one‐half in our practical structure, due to the large bandgaps . However, the sign of the valley‐Chern number defined as | C V | = | C K − C K′ | will guarantee the protection of topological valley‐Hall phase, as long as the bulk states at K and K′ valleys are orthogonal to each other …”
mentioning
confidence: 91%
“…These approaches usually require external intervention or strict parameter condition that have to sacrifice in some other important aspects, and there is still a high demand for devices with a naturally robust design. More recently, the robust waveguiding and transportation based on TES have been proposed and demonstrated in silicon platform, showing the advantages of topological design in integrated photonic devices. Therefore, it is quite possible to utilize these TESs to access the robust coupling of light between waveguides, though they were rarely studied previously.…”
Section: Introductionmentioning
confidence: 99%
“…Their pseudospindependent physics may be useful for manipulation of internal degrees of freedom of light such as polarization and angular momentum.However, the experimental characterization of topological photonic structures becomes much more challenging at the nanoscale. Most implementations so far have been limited to indirect probing of topological states such as transmission spectra [11,[18][19][20], which cannot provide spatially-resolved information about the edge modes and suffer from input/output coupling losses. Other recentlydemonstrated linear approaches such as near-field imaging [21], cathodoluminescence [22], and far-field imaging [23] suffer from poor spatial resolution or small field of view, leaving the edge states almost completely hidden in the background noise.…”
mentioning
confidence: 99%