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Load Balancing for the Numerical Solution of the Navier-Stokes Equations

机译:Navier-Stokes方程数值解的负载平衡

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摘要

In this paper, we simulate the performance of a load balancing scheme. In particular, we study the application of the Extrapolated Diffusion(EDF) method for the efficient parallelization of a simple atmospheric model. It involves the numerical solution of the steady state Navier-Stokes(NS) equations in the horizontal plane and random load values, corresponding to the physics computations, in the vertical plane. For the numerical solution of NS equations, we use the local Modified Successive Overrelaxation (LMSOR) method with local parameters thus avoiding the additional cost caused by the global communication of the involved parameter to in the classical SOR method. We have implemented an efficient domain decomposition technique by using a larger number of processors in the areas of the domain with heavier work load. With our balancing scheme, a gain of approximately 45% in execution time is achieved, in certain cases.
机译:在本文中,我们模拟了负载均衡方案的性能。特别是,我们研究了外推扩散(EDF)方法在简单大气模型的有效并行化中的应用。它涉及水平面内稳态Navier-Stokes(NS)方程的数值解和垂直平面内对应于物理计算的随机载荷值。对于NS方程的数值解,我们使用带有局部参数的局部修正连续超松弛(LMSOR)方法,从而避免了经典SOR方法中涉及的参数的全局通信引起的额外成本。我们通过在工作负载较重的域区域中使用大量处理器来实现一种有效的域分解技术。通过我们的平衡方案,在某些情况下,执行时间可提高约45%。

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