Dynamic superconductivity responses in photoexcited optical conductivity and Nernst effect
Yasutomo J. Uemura
Phys. Rev. Materials 3, 104801 (2019) - Published 4 October, 2019
High- cuprate, alkali-doped , and several other unconventional superconductors have very high transition temperatures with respect to the energy scale of superconducting (SC) charges inferred from the superfluid density (SFD). The observed linear relationship between and the SFD can hardly be expected in BCS superconductors while being reminiscent of Bose-Einstein condensation of preformed bosonic charges. As additional non-BCS-like behaviors, responses similar to those in the bulk SC states have been observed at temperatures well above in the vortexlike Nernst effect, diamagnetic susceptibility, and transient optical conductivity in recent photoexcited pump-probe measurements. In this paper, we propose a coherent picture based on equilibrium and transient SFD to understand these unconventional behaviors in cuprates, , and organic superconductors. This picture assumes: (1) Dynamic SC responses in the Nernst and photoinduced measurements emerge at the formation of the local phase coherence (LPC) among wave functions of preformed bosonic pairs. (2) Its onset temperature is distinct from and lower than the boson formation temperature often denoted as the “pseudogap temperature” , as is determined by the many-body boson density while represents attractive interaction between two fermions. (3) The bulk superconducting , signaling global phase coherence, is significantly reduced from , due to the competition between the SC and antiferromagnetic (AF) order. (4) The inelastic magnetic resonance mode (MRM) controls in the SC-AF competition. (5) The transient optical responses can be attributed to a change of the balance between the competing SC and AF orders caused by photoexcitation. The assumptions (1) and (2) explain the relationship between and the transient SFD in photoexcited studies and equilibrium SFD in Nernst effect. (3) and (4) are inferred from the linear dependence of on the MRM energy. (4) and (5) are consistent with the behaviors of the optical responses in equilibrium and photoexcited studies and temperature dependence of the intensity of this optical mode and the MRM. Unlike previous phase-fluctuation pictures which expect dynamic responses between and , the present picture involving competing order indicates that dynamic SC responses are seen between and .
