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.
Disentangling amplitude and phase dynamics of a charge density wave in a photo-induced phase transition
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abstract
Upon excitation with an intense ultrafast laser pulse, a symmetry-broken ground state can undergo a non-equilibrium phase transition through pathways dissimilar from those in thermal equilibrium. Determining the mechanism underlying these photo-induced phase transitions (PIPTs) has been a long-standing issue in the study of condensed matter systems. To this end, we investigate the light-induced melting of a unidirectional charge density wave (CDW) material, LaTe$_3$. Using a suite of time-resolved probes, we independently track the amplitude and phase dynamics of the CDW. We find that a quick ($\sim\,$1$\,$ps) recovery of the CDW amplitude is followed by a slower reestablishment of phase coherence. This longer timescale is dictated by the presence of topological defects: long-range order (LRO) is inhibited and is only restored when the defects annihilate. Our results provide a framework for understanding other PIPTs by identifying the generation of defects as a governing mechanism.
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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.