From triple-point materials to multiband nodal links
Patrick M. Lenggenhager, Xiaoxiong Liu, Stepan S. Tsirkin, Titus, Neupert, Tom\'a\v{s} Bzdu\v{s}ek

TL;DR
This paper classifies triple-point topological materials in $ ext{PT}$-symmetric solids, demonstrating how strain can transform triple points into multiband nodal links, with first-principles predictions for candidate materials like Li$_2$NaN.
Contribution
It introduces a classification of triple points and shows how symmetry-breaking strain can create multiband nodal links, providing candidate materials for experimental realization.
Findings
Triple points classified into type A and B based on nodal-line arcs.
Strain induces transformation of triple points into multiband nodal links.
Li$_2$NaN identified as a promising candidate for experimental studies.
Abstract
We study a class of topological materials which in their momentum-space band structure exhibit three-fold degeneracies known as triple points. Focusing specifically on -symmetric crystalline solids with negligible spin-orbit coupling, we find that such triple points can be stabilized by little groups containing a three-, four- or six-fold rotation axis, and we develop a classification of all possible triple points as type A vs. type B according to the absence vs. presence of attached nodal-line arcs. Furthermore, by employing the recently discovered non-Abelian band topology, we argue that a rotation-symmetry-breaking strain transforms type-A triple points into multiband nodal links. Although multiband nodal-line compositions were previously theoretically conceived and related to topological monopole charges, a practical condensed-matter platform for their…
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