International audienceZero index materials where sound propagates without phase variation, holds a great potential for wavefront and dispersion engineering. Recently explored electromagnetic double zero index metamaterials consist of periodic scatterers whose refractive index is significantly larger than that of the surrounding medium. This requirement is fundamentally challenging for airborne acoustics because the sound speed (inversely proportional to the refractive index) in air is among the slowest. Here, we report the first experimental realization of an impedance matched acoustic double zero refractive index metamaterial induced by a Dirac-like cone at the Brillouin zone centre. This is achieved in a two-dimensional waveguide with per...
The unique phenomena in acoustic metamaterial at the Dirac-like cone, and at the exceptional spawnin...
We show that by applying accidental degeneracy, we can obtain a triply-degenerate state at the zone ...
We demonstrate the presence of Dirac cones in the dispersion relation of acoustic waves propagating ...
Zero index materials where sound propagates without phase variation, holds a great potential for wav...
Double-zero-index properties of electromagnetic and acoustic waveguides have been recently realized ...
Double-zero-index properties of electromagnetic and acoustic waveguides have been recently realized ...
Double-zero-index properties of electromagnetic and acoustic waveguides have been recently realized ...
New scientific investigations of artificially structured materials and experiments have exhibit wave...
We show that two-dimensional acoustic crystals (ACs) can be designed to exhibit Dirac cone dispersio...
A Dirac-like cone is formed by utilizing the flat bands associated with localized modes in an acoust...
Simultaneous occurrence of Dirac-like cones at the center of the Brillouin zone (Γ) at two different...
We propose a new design paradigm for the realization of double Dirac cones and zero refractive index...
A zero-refractive-index metamaterial is one in which waves do not experience any spatial phase chang...
Acoustic metamaterials are artificial materials designed to realize unprecedented properties such as...
The unique phenomena in acoustic metamaterial at the Dirac-like cone, and at the exceptional spawnin...
The unique phenomena in acoustic metamaterial at the Dirac-like cone, and at the exceptional spawnin...
We show that by applying accidental degeneracy, we can obtain a triply-degenerate state at the zone ...
We demonstrate the presence of Dirac cones in the dispersion relation of acoustic waves propagating ...
Zero index materials where sound propagates without phase variation, holds a great potential for wav...
Double-zero-index properties of electromagnetic and acoustic waveguides have been recently realized ...
Double-zero-index properties of electromagnetic and acoustic waveguides have been recently realized ...
Double-zero-index properties of electromagnetic and acoustic waveguides have been recently realized ...
New scientific investigations of artificially structured materials and experiments have exhibit wave...
We show that two-dimensional acoustic crystals (ACs) can be designed to exhibit Dirac cone dispersio...
A Dirac-like cone is formed by utilizing the flat bands associated with localized modes in an acoust...
Simultaneous occurrence of Dirac-like cones at the center of the Brillouin zone (Γ) at two different...
We propose a new design paradigm for the realization of double Dirac cones and zero refractive index...
A zero-refractive-index metamaterial is one in which waves do not experience any spatial phase chang...
Acoustic metamaterials are artificial materials designed to realize unprecedented properties such as...
The unique phenomena in acoustic metamaterial at the Dirac-like cone, and at the exceptional spawnin...
The unique phenomena in acoustic metamaterial at the Dirac-like cone, and at the exceptional spawnin...
We show that by applying accidental degeneracy, we can obtain a triply-degenerate state at the zone ...
We demonstrate the presence of Dirac cones in the dispersion relation of acoustic waves propagating ...