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Analytic Approaches to anisotropic Holographic Superfluids
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abstract
We construct an analytic solution of the Einstein-SU(2)-Yang-Mills system as the holographic dual of an anisotropic superfluid near its critical point, up to leading corrections in both the inverse Yang-Mills coupling and a symmetry breaking order parameter. We have also calculated the ratio of shear viscosity to entropy density in this background, and shown that the universality of this ratio is lost in the broken symmetry direction. The ratio displays a scaling behavior near the critical point with critical exponent $\beta=1$, at the leading order in the double expansion.
Forward citations
Cited by 2 Pith papers
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Holographic Entanglement Anisotropy as a Dark Deformation RG Probe in Hyperscaling-Violating $p$-Wave Superfluids
Strip entanglement anisotropy S⊥−S∥ classifies dark portals in HSV p-wave superfluids into rigid rescalings versus width-running kinetic deformations with short-width W² decoupling.
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Analytic approaches to anisotropic holographic superfluids in asymptotically hyperscaling violation geometry
New analytic anisotropic superfluid solutions and leading backreacted metrics are found in D=3 and D=4 Einstein-Scalar-U(1)xSU(2) Yang-Mills theory at the critical chemical potential mu = 4/sqrt(3).
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