d-wave Holographic Superconductor Vortex Lattice and Non-Abelian Holographic Superconductor Droplet
arXiv:1007.4151 · doi:10.1103/PhysRevD.82.126008
Abstract
A d-wave holographic superconductor is studied under a constant magnetic field by perturbation method, we obtain both droplet and triangular vortex lattice solution. The results are the same as the s-wave holographic superconductor. The non-Abelian holographic superconductor with -wave background is also studied under magnetic field, unlike the d-wave and s-wave models, we find that the non-Abelian model has only droplet solution.
Version2, 12 pages,2 figures. Accepted by PRD
References in corpus (18)
- Building an AdS/CFT superconductor
- Lectures on Holographic Superfluidity and Superconductivity
- Holographic Superconductors with Various Condensates
- Holographic model of superfluidity
- Holographic superconductivity in M-Theory
- Superconductors from Superstrings
- Colorful horizons with charge in anti-de Sitter space
- A Holographic Superconductor in an External Magnetic Field
- Superconductivity from gauge/gravity duality with flavor
- An Analytic Holographic Superconductor
- Flavor Superconductivity from Gauge/Gravity Duality
- Holographic Fermi arcs and a d-wave gap
- Inhomogeneous Structures in Holographic Superfluids: II. Vortices
- Characteristic length of an AdS/CFT superconductor
- The Many Phases of Holographic Superfluids
- Exploring colourful holographic superconductors
- Time Reversal Symmetry Breaking Holographic Superconductor in Constant External Magnetic Field
- Characteristic length of a Holographic Superconductor with -wave gap
Cited by in corpus (6)
- The 3+1 holographic superconductor with Weyl corrections
- Condensate flow in holographic models in the presence of dark matter
- Magnetic field in holographic superconductor with dark matter sector
- Characteristic length of a Holographic Superconductor with -wave gap
- Magnetic response of holographic Lifshitz superconductors:Vortex and Droplet solutions
- Isolated Vortex and Vortex Lattice in a Holographic p-wave Superconductor