Titlebook: Computational Fluid Dynamics 2010; Proceedings of the S Alexander Kuzmin Conference proceedings 2011 Springer-Verlag Berlin Heidelberg 2011

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An Example of the Singular Coupling Limit,lations for description of the dispersed phase while the properties of the fluid remain calculated with the Eulerian approach. For that purpose we introduce a relaxation model in order to stabilize approximations of the Eulerian part of the particle phase. We present an analytic validation and numer

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Franco Fagnola,Rolando Rebolledoalance equation (PBE) can be used to describe the evolution of the dispersed phase. Nevertheless, this is computationally demanding. The present work extends previous work by applying a spectral element method of a least squares type to solve this equation when studying three-dimensional transient m

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Stochastic Analysis and Related TopicsWe compare the reformulated scheme of this chapter with the original Osher scheme on a series of test problems for the one-dimensional Euler equations for ideal gases, concluding that the present solver is simpler, more robust, more accurate and can be applied to any hyperbolic system.

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L. Bertini,N. Cancrini,G. Jona-Lasinioreconstruction is exposed briefly and its applications to the Euler equations are presented through several test cases to assess its accuracy and stability. Comparisons with classical methods such as MUSCL show the superiority of SVM. The SVM method arises as a high-order accurate scheme, geometrically flexible and computationally efficient.