Topological phases in acoustic and mechanical systems
The study of classical wave physics has been reinvigorated by incorporating the concept of
the geometric phase, which has its roots in optics, and topological notions that were …
the geometric phase, which has its roots in optics, and topological notions that were …
Dirac-like cone-based electromagnetic zero-index metamaterials
Metamaterials with a Dirac-like cone dispersion at the center of the Brillouin zone behave
like an isotropic and impedance-matched zero refractive index material at the Dirac-point …
like an isotropic and impedance-matched zero refractive index material at the Dirac-point …
Ultra-low-loss on-chip zero-index materials
T Dong, J Liang, S Camayd-Muñoz, Y Liu… - Light: Science & …, 2021 - nature.com
Light travels in a zero-index medium without accumulating a spatial phase, resulting in
perfect spatial coherence. Such coherence brings several potential applications, including …
perfect spatial coherence. Such coherence brings several potential applications, including …
Controlling coherent perfect absorption via long-range connectivity of defects in three-dimensional zero-index media
Coherent perfect absorption (CPA), as time-reversed lasing, arises from appropriate wave
interference within absorbers, offering flexible control over wave absorption. Typically, this …
interference within absorbers, offering flexible control over wave absorption. Typically, this …
Three-dimensional acoustic double-zero-index medium with a fourfold degenerate Dirac-like point
We report the first realization of a three-dimensional (3D) acoustic double-zero-index
medium (DZIM) made of a cubic lattice of metal rods. While the past decade has seen …
medium (DZIM) made of a cubic lattice of metal rods. While the past decade has seen …
Goos-Hänchen effect in epsilon-near-zero metamaterials
Light reflection and refraction at an interface between two homogeneous media is
analytically described by Snell's law. For a beam with a finite waist, it turns out that the …
analytically described by Snell's law. For a beam with a finite waist, it turns out that the …
Hermitian and non-Hermitian Dirac-like cones in photonic and phononic structures
Accidental degeneracy plays an important role in the generation of novel band dispersions.
Photonic structures that exhibit an accidental Dirac-like conical dispersion at the center of …
Photonic structures that exhibit an accidental Dirac-like conical dispersion at the center of …
Dirac Dispersion in Two‐Dimensional Photonic Crystals
We show how one may obtain conical (Dirac) dispersions in photonic crystals, and in some
cases, such conical dispersions can be used to create a metamaterial with an effective zero …
cases, such conical dispersions can be used to create a metamaterial with an effective zero …
Three-dimensional electromagnetic void space
Electromagnetic void space is a medium, while geometrically occupying a finite volume of
space, optically equivalent to an infinitesimal point, in which electromagnetic waves do not …
space, optically equivalent to an infinitesimal point, in which electromagnetic waves do not …
Homogenisation for elastic photonic crystals and dynamic anisotropy
We develop a continuum model, valid at high frequencies, for wave propagation through
elastic media that contain periodic, or nearly periodic, arrangements of traction free, or …
elastic media that contain periodic, or nearly periodic, arrangements of traction free, or …