Dynamical susceptibility of a near-critical non-conserved order parameter and B2g Raman response in Fe-based superconductors
arXiv:1711.03984 · doi:10.1103/PhysRevB.98.041101
Abstract
We analyze the dynamical response of a two-dimensional system of itinerant fermions coupled to a scalar boson , which undergoes a continuous transition towards nematic order with wave form-factor. We consider two cases: (a) when is a soft collective mode of fermions near a Pomeranchuk instability, and (b) when it is an independent critical degree of freedom, such as a composite spin order parameter near an Ising-nematic transition. In both cases, the order-parameter is not a conserved quantity and the wave fermionic polarization remains finite even at . The polarization has similar behavior in the two cases, but the relations between and the bosonic susceptibility are different, leading to different forms of , as measured by Raman scattering. We compare our results with polarization-resolved Raman data for the Fe-based superconductors FeSeS, NaFeCoAs and BaFeAs. We argue that the data for FeSeS are well described within Pomeranchuk scenario, while the data for NaFeCoAs and BaFeAs are better described within the "independent" scenario involving a composite spin order.
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Cited by in corpus (11)
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- Superconductivity near a nematic quantum critical point -- the interplay between hot and lukewarm regions
- Superconductivity-induced nematicity
- Field-tuned ferroquadrupolar quantum phase transition in the insulator TmVO
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