A Ginzburg-Landau model shows that a sublattice-antisymmetric charge density wave can gap a glide-protected nodal line, with the gap becoming complete as the CDW wave vector goes to zero.
Emergent Tetragonality in a Fundamentally Orthorhombic Material
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abstract
Symmetry plays a key role in determining the physical properties of materials. By Neumann's principle, the properties of a material are invariant under the symmetry operations of the space group to which the material belongs. Continuous phase transitions are associated with a spontaneous reduction in symmetry. (For example, the onset of ferromagnetism spontaneously breaks time reversal symmetry.) Much less common are examples where proximity to a continuous phase transition leads to an increase in symmetry. Here, we find an emergent tetragonal symmetry close to an apparent charge density wave (CDW) bicritical point in a fundamentally orthorhombic material, ErTe$_3$, for which the CDW phase transitions are tuned via anisotropic strain. The underlying structure of the material remains orthorhombic for all applied strains, including at the bicritical point, due to a glide plane symmetry in the crystal structure. Nevertheless, the observation of a divergence in the anisotropy of the in-plane elastoresistivity reveals an emergent electronic tetragonality near the bicritical point.
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Charge density wave induced gapped nodal line
A Ginzburg-Landau model shows that a sublattice-antisymmetric charge density wave can gap a glide-protected nodal line, with the gap becoming complete as the CDW wave vector goes to zero.