松弛奇迹:地震建模半解析傅立叶域求解器的GPU并行化

S. Masuti, S. Barbot, Nachiket Kapre
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引用次数: 2

摘要

科学工作负载的GPU处理能力的有效利用通常受到内存吞吐量和PCIe通信传输时间的限制。这对于地震建模(Relax)中的半解析傅里叶域计算来说尤其如此,在这种情况下,对大规模3D数据结构的操作可能需要以可预测但正交的访问模式将大量数据从存储移动到计算。我们展示了如何通过在GPU全局内存中直接重建3D数据结构来转换计算以完全避免PCIe传输。我们还考虑用更简单的数据并行分析解决方案取代一些通信密集型1D fft的算术变换。使用我们的方法,当将NVIDIA K20与16线程英特尔至强E5-2670 CPU(由英特尔- mkl库支持)进行比较时,我们能够将2012年Mw8.7沃顿盆地地震的地球物理模型的计算时间从2小时减少到15分钟(加速≈8倍),网格大小为512-512-256。我们的gpu加速解决方案(称为Relax-Miracle)也使得每天在12个gpu上使用超过1000个时间相关模型进行马尔可夫链蒙特卡罗模拟成为可能,增强了我们使用此类技术进行耗时数据反演和贝叶斯反演实验的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Relax-Miracle: GPU parallelization of semi-analytic fourier-domain solvers for earthquake modeling
Effective utilization of GPU processing capacity for scientific workloads is often limited by memory throughput and PCIe communication transfer times. This is particularly true for semi-analytic Fourier-domain computations in earthquake modeling (Relax) where operations on large-scale 3D data structures can require moving large volumes of data from storage to the compute in predictable but orthogonal access patterns. We show how to transform the computation to avoid PCIe transfers entirely by reconstructing the 3D data structures directly within the GPU global memory. We also consider arithmetic transformations that replace some communication-intensive 1D FFTs with simpler, data-parallel analytical solutions. Using our approach we are able to reduce computation times for a geophysical model of the 2012 Mw8.7 Wharton Basin earthquake from 2 hours down to 15 minutes (speedup of ≈8x) for grid sizes of 512-512-256 when comparing NVIDIA K20 with a 16-threaded Intel Xeon E5-2670 CPU (supported by Intel-MKL libraries). Our GPU-accelerated solution (called Relax-Miracle) also makes it possible to conduct Markov-Chain Monte-Carlo simulations using more than 1000 time-dependent models on 12 GPUs per single day of calculation, enhancing our ability to use such techniques for time-consuming data inversion and Bayesian inversion experiments.
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