Titlebook: Computational Fluid Dynamics; Selected Topics Dieter Leutloff,Ramesh C. Srivastava Book 1995 Springer-Verlag Berlin Heidelberg 1995 Boltzma

PTCA635

On the Quasi-Geostrophic Drag on a Rising Sphere in a Rotating Fluid,imated via the finite-difference solution of a quasi-geostrophic approximation model. In contrast with the classic geostrophic approach, the radial motion in the slightly inviscid core (including the outer Stewartson layer) is incorporated—in addition to the Ekman layers transport—and shown to affec

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,Inertial Convection in Turbulent Rayleigh-Bénard Convection at Small Prandtl Numbers,ection in liquid metals at Rayleigh numbers above 10.. In numerical simulations it was found in this range and at smaller Rayleigh numbers. Here, the method of direct numerical simulation is used to study the details of inertial convection in the fully turbulent regime in liquid sodium, . = 0.006, a

Malleable

Application of the Multidomain Local Fourier Method for CFD in Complex Geometries, of this algorithm to fluid dynamics problems. The parallelization is achieved by domain decomposition. The discretization in time is performed via a third order semi-implicit stiffly stable scheme. The elemental solutions in subdomains are constructed by using a high-order method with the Local Fou

exclusice

Eshelbian Continuum Mechanics and Nonlinear Waves,ld rather than in physical space. This we called Eshelbian mechanics. We have shown that the additional balance laws in material space can be used not only for checking the accurancy of numerical schemes but also as a means to capture the essential solitonic features of systems which are only nearly

Entreaty

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Numerical Experiments in Double-Diffusive Convection, Finally, the case where the fluid is laterally heated is discussed in more details. In particular, the formation of convective layers followed by the merging of some of them is discussed from the numerical results.

angina-pectoris

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