Holographic superconductor models in the non-minimal derivative coupling theory

Abstract

We study a general class of holographic superconductor models via the Stückelberg mechanism in the non-minimal derivative coupling theory in which the charged scalar field is kinetically coupling to Einstein's tensor. We explore the effects of the coupling parameter on the critical temperature, the order of phase transitions and the critical exponents near the second-order phase transition point. Moreover, we compute the electric conductive using the probe approximation and check the ratios ${\omega }_g/T_c$ for the different coupling parameters.

12 pages, 5 figures

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Cited by in corpus (10)

• Introduction to Holographic Superconductor Models
• d-Wave holographic superconductors with backreaction in external magnetic fields
• Holographic p-wave Superconductors in Quasi-topological Gravity
• A Novel Mechanism to Generate FFLO States in Holographic Superconductors
• Dynamical evolution of non-minimally coupled scalar field in spherically symmetric de Sitter spacetimes
• Quasinormal modes of charged BTZ black holes
• Holographic superconductor models with $R{F}^2$ corrections
• Regular Phantom Black Hole and Holography: very high temperature superconductors
• Scalar field propagation in braneworld black hole scenario obtained from Nash theorem
• A holographic superconductor forced through interactions