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High Performance Computing of an Industrial Problem in Tribology (Best Student Paper Award: First Prize)

机译:摩擦学工业问题高性能计算(最佳学生论文奖:一等奖)

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In this work we present the vectorisation of a new complex numerical algorithm to simulate the lubricant behaviour in an industrial device issued from tribology. This real technological problem leads to the mathematical model of the thin film displacement of a fluid between a rigid plane and an elastic and loaded sphere. The mathematical study and a numerical algorithm to solve the model has been proposed in the previous work. This numerical algorithm mainly combines fixed point techniques, finite elements and duality methods. Nevertheless, in order to obtain a more accurate approach of different real magnitudes, it is interesting to be able to handle finer meshes. As it is well-known in finite element methods, mesh refinement carries out a great increase in the storage cost and the execution time of the algorithm. It is precisely this computational cost problem what has motivated the authors to try to increase the performance of the numerical algorithm by using high performance computing techniques. In this work we mainly apply vectorisation techniques but also we present some preliminary partial results from the design of a parallel version of the algorithm.
机译:在这项工作中,我们介绍了一种新的复杂数值算法的载体来模拟从摩擦学发出的工业设备中的润滑剂行为。该实际技术问题导致刚性平面和弹性和装载球之间的流体薄膜位移的数学模型。在以前的工作中提出了解决模型的数学研究和数值算法。该数值算法主要结合了定点技术,有限元和二元性方法。然而,为了获得更准确的不同实际大小的方法,有趣的是能够处理更精细的网格。由于其在有限元方法中众所周知,网格细化在算法的储存成本和执行时间上进行了大幅增加。正是这种计算成本问题是有动力的,该作者试图通过使用高性能计算技术提高数值算法的性能。在这项工作中,我们主要应用矢量技术,但我们还从算法的并行版本的设计呈现了一些初步部分结果。

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