“神威太湖之光”大气模拟的PFLOPS模板计算

Yulong Ao, Chao Yang, Xinliang Wang, Wei Xue, H. Fu, Fangfang Liu, L. Gan, Ping Xu, Wenjing Ma
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引用次数: 25

摘要

模板计算产生于一系列广泛的科学和工程应用中,并且在极端尺度模拟的性能中经常起着关键作用。由于内存的有限性,在计算吞吐量相对较高而数据移动能力相对较低的现代超级计算机上优化模板计算内核是一项具有挑战性的任务。本研究在新发布的神威太湖之光超级计算机上展示了三维非静压大气建模中真实世界模板计算的算法、实现和优化的细节。在算法层面,我们提出了一种计算通信重叠技术以减少进程间通信开销,一种局部性感知阻塞方法以充分利用芯片上的并行性并增强数据局部性,以及一种协作数据访问方案以在不同线程之间共享数据。此外,从细粒度数据管理到数据布局转换,在进程级和线程级开发了各种有效的硬件特定实现和优化策略,以进一步提高性能。我们的实验表明,通过使用所提出的算法和优化策略,可以实现高达170倍的单进程多核加速。就强大的可伸缩性而言,代码可以很好地扩展到数百万个内核。对于弱扩展测试,代码可以以近乎理想的方式扩展到超过1000万个内核的完整系统规模,在双精度下保持25.96 PFLOPS,这是峰值性能的20%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
26 PFLOPS Stencil Computations for Atmospheric Modeling on Sunway TaihuLight
Stencil computation arises from a broad set of scientific and engineering applications and often plays a critical role in the performance of extreme-scale simulations. Due to the memory bound nature, it is a challenging task to opti- mize stencil computation kernels on modern supercomputers with relatively high computing throughput whilst relatively low data-moving capability. This work serves as a demon- stration on the details of the algorithms, implementations and optimizations of a real-world stencil computation in 3D nonhydrostatic atmospheric modeling on the newly announced Sunway TaihuLight supercomputer. At the algorithm level, we present a computation-communication overlapping technique to reduce the inter-process communication overhead, a locality- aware blocking method to fully exploit on-chip parallelism with enhanced data locality, and a collaborative data accessing scheme for sharing data among different threads. In addition, a variety of effective hardware specific implementation and optimization strategies on both the process- and thread-level, from the fine-grained data management to the data layout transformation, are developed to further improve the per- formance. Our experiments demonstrate that a single-process many-core speedup of as high as 170x can be achieved by using the proposed algorithm and optimization strategies. The code scales well to millions of cores in terms of strong scalability. And for the weak-scaling tests, the code can scale in a nearly ideal way to the full system scale of more than 10 million cores, sustaining 25.96 PFLOPS in double precision, which is 20% of the peak performance.
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