Strain-induced Weyl and Dirac states and direct-indirect gap transitions in group-V materials
Glenn Moynihan, Stefano Sanvito, and David D. O'Regan

TL;DR
This study uses density-functional theory to explore how strain affects the electronic and mechanical properties of group-V 2D materials, revealing strain-induced topological states and band gap transitions relevant for electronics.
Contribution
It provides comprehensive predictions of strain-induced Weyl and Dirac states, as well as band gap transitions, in group-V materials across various phases, expanding understanding of their tunable properties.
Findings
Predicted strain-induced Dirac states in monolayer As and Sb.
Predicted Weyl states in bulk P and As phases.
Identified numerous band gap transitions under moderate stress.
Abstract
We perform comprehensive density-functional theory calculations on strained two-dimensional phosphorus (P), arsenic (As) and antimony (Sb) in the monolayer, bilayer, and bulk -phase, from which we compute the key mechanical and electronic properties of these materials. Specifically, we compute their electronic band structures, band gaps, and charge-carrier effective masses, and identify the qualitative electronic and structural transitions that may occur. Moreover, we compute the elastic properties such as the Young's modulus ; shear modulus ; bulk modulus ; and Poisson ratio and present their isotropic averages of as well as their dependence on the in-plane orientation, for which the relevant expressions are derived. We predict strain-induced Dirac states in the monolayers of As and Sb and the bilayers of P, As, and Sb, as well as the possible existence…
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