论文标题
可扩展的原位Lagrangian流量图提取:演示无通信模型的生存能力
Scalable In Situ Lagrangian Flow Map Extraction: Demonstrating the Viability of a Communication-Free Model
论文作者
论文摘要
我们介绍并评估了一种新算法,用于原位提取拉格朗日流图,我们称之为边界终止优化(BTO)。我们的方法是一个无通信模型,不需要在过程之间不需要消息传递或同步,从而提高了可扩展性,从而减少了整体执行时间并减轻了原位处理中的模拟代码上放置的负担。我们终止在节点边界处的粒子积分,并仅存储流程图的一个子集,该子集本来可以通过在节点跨节点传达粒子来提取的,从而引入了准确的绩效折衷。我们使用多达2048 GPU和多个仿真数据集进行实验。对于我们考虑的实验配置,我们的发现表明,无通信的技术在原位执行时间节省了多达2倍至4倍,同时定量和定性地保持与以前的工作一样准确。最重要的是,这项研究确定了将来使用无通信模型进行原位拉格朗日流量图提取的可行性。
We introduce and evaluate a new algorithm for the in situ extraction of Lagrangian flow maps, which we call Boundary Termination Optimization (BTO). Our approach is a communication-free model, requiring no message passing or synchronization between processes, improving scalability, thereby reducing overall execution time and alleviating the encumbrance placed on simulation codes from in situ processing. We terminate particle integration at node boundaries and store only a subset of the flow map that would have been extracted by communicating particles across nodes, thus introducing an accuracy-performance tradeoff. We run experiments with as many as 2048 GPUs and with multiple simulation data sets. For the experiment configurations we consider, our findings demonstrate that our communication-free technique saves as much as 2x to 4x in execution time in situ, while staying nearly as accurate quantitatively and qualitatively as previous work. Most significantly, this study establishes the viability of approaching in situ Lagrangian flow map extraction using communication-free models in the future.