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MPARD: A high-frequency wave-based acoustic solver for very large compute clusters

机译:MPARD:用于大型计算集群的基于高频波的声学求解器

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We present a parallel time-domain wave solver designed for large and high frequency acoustic domains. Our approach is based on a novel scalable method for dividing acoustic field computations specifically for large-scale distributed memory clusters using parallel Adaptive Rectangular Decomposition (ARD). In order to efficiently compute the acoustic field for large or high frequency domains, we need to take full advantage of the compute resources of large clusters. This is done with new algorithmic contributions, including a hypergraph paititioning scheme to reduce the communication cost between the cores on the cluster, a novel domain decomposition scheme that reduces the amount of numerical dispersion error introduced by the load balancing algorithm, and a revamped pipeline for parallel ARD computation that increases memory efficiency and reduces redundant computations. Our resulting parallel algorithm makes it possible to compute the sound pressure field for high frequencies in large environments that are thousands of cubic meters in volume. We highlight the performance of our system on large clusters with 16,000 cores on homogeneous indoor and outdoor benchmarks up to 10 kHz. To the best of our knowledge, this is the first time-domain parallel acoustic wave solver that can handle such large domains and frequencies. (C) 2017 Published by Elsevier Ltd.
机译:我们提出了一种并行的时域波解算器,设计用于大和高频声域。我们的方法基于一种新颖的可伸缩方法,该方法使用并行自适应矩形分解(ARD)来专门针对大规模分布式存储集群划分声场计算。为了有效地计算大或高频域的声场,我们需要充分利用大集群的计算资源。这是通过新的算法贡献完成的,包括减少集群上核心之间的通信成本的超图分配方案,减少负载平衡算法引入的数值分散误差量的新型域分解方案,以及改进的流水线。并行ARD计算,可提高存储效率并减少冗余计算。我们得到的并行算法使计算体积为数千立方米的大型环境中的高频声压场成为可能。我们重点介绍了我们的系统在具有16,000个内核的大型群集上的性能,这些内核在高达10 kHz的同质室内和室外基准上。据我们所知,这是第一个可以处理如此大的域和频率的时域并行声波求解器。 (C)2017由Elsevier Ltd.发布

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