Roman Gaydukov, Associate Professor at the MIEM HSE School of Applied Mathematics, has modelled the fluid flow around a rotating disk with small surface irregularities. His solution allows for ...

When we think about heat traveling through a material, we typically picture diffusive transport, a process that transfers ...

Pictured: Water whirls. Solutions to the Navier-Stokes equations make it possible to predict the behaviour of liquids under a variety of conditions, from the motion of the oceans, to the flow of blood ...

An interdisciplinary team presents a study of the dynamics of buoyant spheres at the air-water interface. Their work reveals complex hydrodynamics involved in forming horizontal air cavities and the ...

Viscous free-surface flows associated with water entry were predicted by a finite volume method incorporating a free-surface capturing model. The method was applied to simulate two- and ...

Researchers modeled the role of hydrodynamics in liquid-liquid transitions of a single-component system. They showed that domain formation is related to the density upon transition, which can be ...

Our research is in the field of nonlinear waves, lying at the nexus of applied mathematics and physics. Mathematically, the nonlinear waves that we investigate are solutions to nonlinear, dispersive ...

Tiny waves, big implications: Electron microscope image of the superfluid wave tank used in the experiments (blue) coupled to an optical fibre which brings laser light in and out of the device. The ...

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