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Implementation of a scalable, performance portable shallow water equation solver using radial basis function-generated finite difference methods

机译:使用径向基函数产生的有限差分方法实现可扩展的性能便携式浅水方程求解器

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In this article, we describe and analyze the computational performance of a parallel shallow water equation (SWE) solver for atmospheric simulation using radial basis function-finite difference (RBF-FD) methods. The inherent "meshless" nature of RBF-FD methods provides significant numerical benefits over standard pseudospectral and traditional FD methods, but there are many challenges in terms of their performance and parallel implementation, due to RBF-FDs use of relatively large halos and unstructured indexing. With the use of reverse Cuthill-McKee node ordering and tiled transposition of the state variable matrices and RBF-FD differentiation matrices, these challenges were overcome. The RBF-FD solver was implemented for the SWE on the rotating sphere using message passing interface plus OpenMP/OpenACC to demonstrate scalability and performance portability on the three currently dominant high performance computing (HPC) architectures, namely, Intel Xeon multicore, Intel Xeon Phi manycore, and NVIDIA graphics processing unit systems.
机译:在本文中,我们使用径向基函数有限差(RBF-FD)方法来描述和分析平行浅水方程(SWE)求解器的浅水方程(SWE)求解器的计算性能。 RBF-FD方法的固有的“无滤”性质提供了超出标准伪谱和传统FD方法的显着数值益处,但由于RBF-FDS使用相对大的晕和非结构化指数,因此在其性能和平行实施方面存在许多挑战。随着使用反向切割-Cmkee节点的顺序排序和瓷砖转换的状态变量矩阵和RBF-FD差异矩阵,克服了这些挑战。 RBF-FD求解器在旋转球体上的SWE使用消息传递接口加OpenMP / OpenACC来实现,以演示三个当前主导高性能计算(HPC)架构上的可扩展性和性能便携性,即英特尔Xeon MultiCore,Intel Xeon Phi Manycore和NVIDIA图形处理单元系统。

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