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Analysis and optimization of power consumption in the iterative solution of sparse linear systems on multi-core and many-core platforms

机译:多核和多核平台上稀疏线性系统迭代解决方案中的功耗分析和优化

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Energy efficiency is a major concern in modern high-performance-computing. Still, few studies provide a deep insight into the power consumption of scientific applications. Especially for algorithms running on hybrid platforms equipped with hardware accelerators, like graphics processors, a detailed energy analysis is essential to identify the most costly parts, and to evaluate possible improvement strategies. In this paper we analyze the computational and power performance of iterative linear solvers applied to sparse systems arising in several scientific applications. We also study the gains yield by dynamic voltage/frequency scaling (DVFS), and illustrate that this technique alone cannot to reduce the energy cost to a considerable amount for iterative linear solvers. We then apply techniques that set the (multi-core processor in the) host system to a low-consuming state for the time that the GPU is executing. Our experiments conclusively reveal how the combination of these two techniques deliver a notable reduction of energy consumption without a noticeable impact on computational performance.
机译:能源效率是现代高性能计算中的一个主要问题。但是,很少有研究可以深入了解科学应用的功耗。特别是对于在配备有硬件加速器的混合平台(例如图形处理器)上运行的算法,进行详细的能量分析对于确定最昂贵的零件并评估可能的改进策略至关重要。在本文中,我们分析了迭代线性求解器在稀疏系统中的计算和功率性能,这些稀疏系统是在一些科学应用中产生的。我们还研究了通过动态电压/频率缩放(DVFS)获得的增益,并说明了仅靠这种技术无法将能量成本降低至可迭代的线性求解器。然后,我们应用在GPU执行时将主机系统(中的多核处理器)设置为低耗状态的技术。我们的实验最终揭示了这两种技术的组合如何在不显着影响计算性能的情况下显着降低能耗。

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