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Titlebook: Numerical Methods for the Computation of Inviscid Transonic Flows with Shock Waves; A GAMM Workshop Arthur Rizzi,Henri Viviand Book 1981 Sp

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Transonic Flow Computation by a Multi-Grid Methodeen first applied to transonic problems by Brandt and the present author. A refined and efficient version of this method is described in details by Fuchs M. A short review of the MGM is given here. Other applications and developments of the MGM are described by Brandt [2] and the references in that paper.
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Finite-Volume Methods for the Solution of Euler Equationsification is consistent with the steady-state solution in the present case of iso-energetic flows. The reason for the choice of finite-volume methods is their property of being exactly in conservation form so that in a balance of computed mass, momentum or energy in a domain made of mesh cells, the interior numerical fluxes cancel out two by two.
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Accelerated Finite-Volume Calculation of Transonic Potential Flowsternating-direction scheme provides rapid convergence of the solution to very small residuals. Results of calculations using the algorithm are presented for the isolated airfoil and transonic channel test cases provided by the Symposium organizers.
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A Modification to the Method of Garabedian and Korn to the true physical (Rankine-Hugoniot) jump. In this way it is hoped to achieve an overall solution which is closer to a solution of the full Euler equations while retaining the computational speed of the Garabedian and Korn method.
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Bertil Gustafssoner the averaged measure as well as the fact that in dimensions larger than one, the RWRE is not reversible anymore. In these notes we present a general overview of the model, with an emphasis on the multidimensional setting and a more detailed description of recent progress around ballisticity questions.
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Jean-Pierre Veuillot,Henri Viviand substantial current interest in philo­ sophical logic and embody a fusion of the modern techniques of logical and linguistic-philosophical analysis for the exploration of areas of logic that are of substantial philosophical relevance.978-90-481-8331-9978-94-017-3546-9Series ISSN 0166-6991 Series E-ISSN 2542-8292
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