Titlebook: Computational Modelling of Bifurcations and Instabilities in Fluid Dynamics; Alexander Gelfgat Book 2019 Springer International Publishing

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A Brief History of Simple Invariant Solutions in Turbulenceer. For flows on sufficiently simple domains and under sufficiently simple boundary conditions, one may be able to predict the parameter values at which the base flow becomes unstable and the basic properties of the secondary flow. On more complicated domains and under more realistic boundary condit

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The Lid-Driven Cavitys of incompressible flows in confined volumes which are driven by the tangential motion of a bounding wall. A comprehensive review is provided of lid-driven cavity flows focusing on the evolution of the flow as the Reynolds number is increased. Understanding the flow physics requires to consider pur

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Instabilities in the Wake of an Inclined Prolate Spheroid numerical simulations (DNS) over a wide range of Reynolds numbers (.) from 10 to 3000. We provide a detailed picture of how the originally symmetric and steady laminar wake at low . gradually looses its symmetry and turns unsteady as . is gradually increased. Several fascinating flow features have

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Instabilities in Extreme Magnetoconvectionchapter. The focus is on the extreme states of the flow, in which both buoyancy and Lorentz forces are very strong. It is argued that the instabilities occurring in such flows are often of unique and counter-intuitive nature due to the action of the magnetic field, which suppresses conventional turb

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Spatial and Temporal Adaptivity in Numerical Studies of Instabilities, with Applications to Fluid Fl