Topological Waves in Fluids with Odd Viscosity

Fluids with anisotropic viscosity

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Micropolar Fluids with Vanishing Viscosity

and Applied Analysis 3 a bounded domain of R3. Indeed, the analysis of our situation is still more difficult. The difficulties arise from the lack of smoothness of the weak solution. To overcome this difficulty a penalization argument is needed. This argument generalizes the penalization method given in 10 , for the Navier-Stokes equations, to this case of micropolar fluids. In fact, if we take...

Odd-parity topological superconductor with nematic

Viscosity of quantum Hall fluids.

The viscosity of quantum uids with an energy gap at zero temperature is non-dissipative and is related to the adiabatic curvature on the space of at background metrics (which plays the role of the parameter space). For a

Simple waves in relativistic fluids.

We consider the Riemann problem for relativistic flows of polytropic fluids and find relations for the flow characteristics. Evolution of physical quantities takes especially simple form for the case of cold magnetized plasmas. We find exact explicit analytical solutions for one-dimensional expansion of magnetized plasma into vacuum, valid for arbitrary magnetization. We also consider expansion...