Realization of type-II double-zero-index photonic crystals
Zebin Zhu, Dong Zhao, Ziyao Wang, Xucheng Yang, Liyong Jiang, Zhen Gao

TL;DR
This paper reports the theoretical and experimental realization of a novel type-II double-zero-index photonic crystal with unique wave manipulation properties, expanding the understanding of EMNZ materials beyond the traditional zero wavevector point.
Contribution
It introduces the concept of off-$\Gamma$ point Dirac-like cones supporting type-II EMNZ in photonic crystals, with theoretical analysis and experimental validation.
Findings
Demonstration of zero permittivity and permeability at the Dirac-like point
Observation of angle-selective transmission and wavefront flattening
Realization of waveguiding with zero radiation loss
Abstract
Some photonic crystals (PCs) with Dirac-like conical dispersions exhibit the property of double zero refractive index (that is, both epsilon and mu near zero (EMNZ)), wherein the electromagnetic waves have an infinite effective wavelength and do not experience any spatial phase change. The Dirac-like cones that support EMNZ are previously thought to present only at the center of the Brillouin zone ( point) with a zero wavevector (we refer to as type-I EMNZ), which is constrained by the proportional relationship between phase refractive index and wavevector (). Here, we demonstrate the existence of an anomalous type-II EMNZ in PCs, which is associated with the Dirac-like point at off- points. By introducing a wave modulation approach, we theoretically elucidate its physical mechanism, and resolve the paradox of type-II EMNZ with non-zero wavevectors. We then…
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Taxonomy
TopicsPhotonic Crystals and Applications
