In this paper, the evolution of accidental degenerate Dirac points in two-dimensional photonic crystals (PCs) is studied. By adjusting the structural parameters of the PC, a series of new Dirac points can be obtained. The fitting formula describing the relationship between the parameters of the Dirac points is given, and the corresponding functional relationship between the frequency of Dirac points and the structural parameters can also be obtained. We further find that there is no corresponding Dirac point in the “inverted” structure. It is believed that this new discovery will provide an important guidance for practical application
The Dirac cone underlies many unique electronic properties of graphene1 and topological insulators, ...
Photonic crystals are meta-materials that can inhibit the propaga-tion of light in all directions fo...
We present an effective theory for the Bloch functions of a two-dimensional square lattice near a qu...
At photonic Dirac points, electromagnetic waves are governed by the same equations as two-component ...
We show that by applying accidental degeneracy, we can obtain a triply-degenerate state at the zone ...
The simulation of fermionic relativistic physics, e.g., Dirac and Weyl physics, has led to the disco...
We use a rigorous electromagnetic approach to show the existence of strongly localized modes in the ...
Light transmission properties of a two-dimensional dielectric photonic crystal (PC) with a Dirac-lik...
Phonons are an ideal platform for realizing stable spinless two-dimensional (2D) Dirac points becaus...
We show how one may obtain conical (Dirac) dispersions in photonic crystals, and in some cases, such...
A numerical method combining complex-k band calculations and absorbing boundary conditions for Bloch...
Trapping light within cavities or waveguides in photonic crystals is an effective technology in mode...
In this study, realization and applications of anisotropic zero-refractive-index materials are propo...
Optical cavities and waveguides are essential building blocks of many modern optical devices. They r...
Topological physics relies on the existence of Hamiltonian's eigenstate singularities carrying a top...
The Dirac cone underlies many unique electronic properties of graphene1 and topological insulators, ...
Photonic crystals are meta-materials that can inhibit the propaga-tion of light in all directions fo...
We present an effective theory for the Bloch functions of a two-dimensional square lattice near a qu...
At photonic Dirac points, electromagnetic waves are governed by the same equations as two-component ...
We show that by applying accidental degeneracy, we can obtain a triply-degenerate state at the zone ...
The simulation of fermionic relativistic physics, e.g., Dirac and Weyl physics, has led to the disco...
We use a rigorous electromagnetic approach to show the existence of strongly localized modes in the ...
Light transmission properties of a two-dimensional dielectric photonic crystal (PC) with a Dirac-lik...
Phonons are an ideal platform for realizing stable spinless two-dimensional (2D) Dirac points becaus...
We show how one may obtain conical (Dirac) dispersions in photonic crystals, and in some cases, such...
A numerical method combining complex-k band calculations and absorbing boundary conditions for Bloch...
Trapping light within cavities or waveguides in photonic crystals is an effective technology in mode...
In this study, realization and applications of anisotropic zero-refractive-index materials are propo...
Optical cavities and waveguides are essential building blocks of many modern optical devices. They r...
Topological physics relies on the existence of Hamiltonian's eigenstate singularities carrying a top...
The Dirac cone underlies many unique electronic properties of graphene1 and topological insulators, ...
Photonic crystals are meta-materials that can inhibit the propaga-tion of light in all directions fo...
We present an effective theory for the Bloch functions of a two-dimensional square lattice near a qu...