Twist-phase-matching in two-dimensional materials

TL;DR

This paper introduces a novel twist-phase-matching technique in 2D materials that uses twist angles to generate nonlinear Berry optical phases, enabling efficient and flexible nonlinear optical frequency conversion.

Contribution

It presents the concept of twist-phase-matching in 2D materials, demonstrating its advantages over traditional methods and providing a new platform for designing nonlinear optical crystals.

Findings

Achieved ~8% second-harmonic generation efficiency in twisted boron nitride films

Demonstrated polarization controllability from linear to circular/elliptical

Established a flexible design approach for nonlinear optical devices

Abstract

Optical phase-matching involves establishing a proper phase relationship between the fundamental and generated waves to enable efficient optical parametric processes. It is typically achieved through either birefringence or periodically assigned polarization. Here, we report that twist angle in two-dimensional (2D) materials can generate a nonlinear Berry optical phase to compensate the phase mismatch in the process of nonlinear optical frequency conversion, and the vertical assembly of 2D layers with a proper twist sequence will generate a nontrivial "twist-phase-matching" (twist-PM) regime. The twist-PM model offers superior flexibility in the design of optical crystals, which works for twisted layers with either periodic or random thickness distribution. The designed crystals from twisted rhombohedra boron nitride films give rise to a second-harmonic generation conversion efficiency of ~8% within a thickness of only 3.2 um, and a facile polarization controllability that is absent in conventional crystals (from linear to left-/right-handed circular/elliptical polarizations). Our methodology establishes a platform for the rational designing and atomic manufacturing of nonlinear optical crystals based on abundant 2D materials for various functionalities.