Holograhic two-currents model with coupling and its conductivites

Abstract

We implement a holographic gravity model of two gauge fields with a coupling between them, which is dual to a two-currents model. An analytical black brane solution is obtained. In particular, we work out the expressions of conductivities with coupling and find that the expressions of conductivities are directly related to the coupling parameter $\theta$. It is the main topic of our present work. As an application, we calculate the conductivities by the scheme outlined here and briefly discuss the properties of the conductivities. An interesting property is that as the coupling $\theta$ increases, the dip at low frequency in $Re[{\sigma }_A]$/$Re[{\sigma }_B]$ becomes deepening and then turns into a hard-gap-like when $\theta =1$, which is independent of the doping $\chi$. Some monotonic behaviors of the conductivities are also discussed.

arXiv comment17 pages, 5 figures

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Cited by in corpus (3)

• Transport properties in the Horndeski holographic two-currents model
• Doped Holographic Superconductors in Gubser-Rocha model
• Spontaneous Vectorization in the Einstein-Maxwell-Vector Model