On magnetic and vortical susceptibilities of the Cooper condensate
arXiv:1707.05142 · doi:10.1016/j.physletb.2017.09.040
Abstract
We discuss the susceptibility of the Cooper condensate in the s-wave superconductor in the external magnetic field and in the rotating frame. The extended holographic model involving the charged rank-two field is considered and it is argued that the susceptibility does not vanish. We interpret non-vanishing susceptibilities as the admixture of the p-wave triplet component in the Cooper condensate in the external field.
arXiv comment11 pages
References in corpus (16)
- Superconducting 2D system with lifted spin degeneracy: Mixed singlet-triplet state
- Holographic quantum matter
- Space group symmetry, spin-orbit coupling and the low energy effective Hamiltonian for iron based superconductors
- Introduction to Holographic Superconductor Models
- Perturbative and nonperturbative renormalization of anomalous quark triangles
- Competing Holographic Orders
- Competition between the s-wave and p-wave superconductivity phases in a holographic model
- Phase transitions in a holographic s+p model with backreaction
- Magnetic susceptibility of the quark condensate via holography
- A Holographic Model for Paramagnetism/antiferromagnetism Phase Transition
- An improved model of vector mesons in holographic QCD
- Vortical susceptibility of finite-density QCD matter
- Induced spin-triplet pairing in the coexistence state of antiferromagnetism and singlet superconductivity: collective modes and microscopic properties
- More on the Tensor Response of the QCD Vacuum to an External Magnetic Field
- Holographic model for antiferromagnetic quantum phase transition induced by magnetic field
- Rotational response of superconductors: magneto-rotational isomorphism and rotation-induced vortex lattice