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Titlebook: Computational Fluid Dynamics on Parallel Systems; Proceedings of a CNR Siegfried Wagner Conference proceedings 1995 Friedr. Vieweg & Sohn V

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Local time for fractional Brownian motionent combustion modeling very crude assumptions have been formulated to account for the chemical activity. Either, time scales related to chemistry are supposed to be small compared to the relevant time scale of the turbulent flow, or, very reduced and simplified chemical schemes are used.
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https://doi.org/10.1007/978-3-319-62226-2 balancing algorithms designed for additive (BPX) and multiplicative multigrid. Both methods will be compared in terms of parallel and numerical efficiency and we also compare uniform with adaptive computation including the overhead introduced by load balancing and load migration.
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https://doi.org/10.1007/978-3-319-62226-2D) meshes has been implemented on a MIMD parallel machine. Within the paper three different approaches concerning domain decomposition methods for distributing the work to the processors envolved will be discussed. In order to improve the solution accuracy, special mesh adaptation techniques such as
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Samuel N. Cohen,Robert J. Elliottd on the independent solution of many problems with reduced size and their linear combination. We describe the algorithm for three-dimensional problems, its application to turbulence simulation, and its parallel implementation. First numerical results with Reynolds number 7000 as well as paralleliza
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Quadratic Variation and Semimartingalescedure is based on collocated blockstructured grids and an iterative pressure-velocity coupling of SIMPLE type. A high numerical efficiency is ensured by a nonlinear multigrid method. The flow solver is implemented for shared memory, virtual shared memory, and distributed memory systems based on an
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Samuel N. Cohen,Robert J. Elliott system is implemented on a massively parallel computer. The parallel code offers full scalability in technically relevant applications on machine configurations of 1 up to 1024 processors. Emphasis is on time accurate and spatial high-resolution numerical schemes for unsteady, transonic flows and t
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Stochastic Modelling and Applied Probabilityschemes are suited for the simulation of unsteady and three-dimensional flow phenomena. The solution methods, the parallel implementation, and the performance of the concurrent algorithms are presented and compared.
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