离散元法中Verlet缓冲法的近最优蒙皮距离预测

Abdoul Wahid Mainassara Checkaraou, Xavier Besseron, A. Rousset, Emmanuel Kieffer, B. Peters
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引用次数: 1

摘要

Verlet表法是分子动力学(MD)和离散元法(DEM)中常用的一种著名的相互作用表簿记技术。Verlet黄油技术是对Verlet列表的增强,它包括将每个粒子的相互作用半径扩展一个额外的边界,以考虑相互作用列表中的更多粒子。额外的余量是基于每个粒子的局部流动形式,以考虑不同的流动形式,可以共存于域。然而,与md不同,DEM中对每个颗粒和相关参数的近最优额外裕度(确保最佳性能)的选择仍未进行探索。在本研究中,我们证明了近最优额外裕度可以通过描述每个颗粒局部流动状态的四个参数来描述:颗粒速度、包含细胞尺寸与颗粒尺寸的比例、包含细胞固体分数和系统中的颗粒总数。为此,我们使用二次多项式函数将接近最优的额外余量建模为这些参数的函数。我们使用DAKOTA软件进行计算机实验的设计与分析(DACE)和模拟参数的采样。对于给定的参数集实例,考虑了一种全局优化方法来寻找接近最优的额外余量。后者是构建二次多项式模型所必需的。通过参数采样生成的大量模拟是在授予并行和并发执行的高性能计算(HPC)环境中执行的。本工作通过分析不同配置下的Verlet黄油方法的性能和行为,更好地理解了DEM模拟中的Verlet黄油方法。利用二次多项式模型,选取的4个参数中的2个可以合理地预测出接近最优的额外裕度。该模型已集成在XDEM中,以便在不需要用户输入的情况下自动选择额外的保证金。对实际工业级测试用例的评估显示执行时间减少了26%。
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Predicting near-optimal skin distance in Verlet buffer approach for Discrete Element Method
The Verlet list method is a well-known bookkeeping technique of the interaction list used both in Molecular Dynamic (MD) and Discrete Element Method (DEM). The Verlet butter technique is an enhancement of the Verlet list that consists of extending the interaction radius of each particle by an extra margin to take into account more particles in the interaction list. The extra margin is based on the local flow regime of each particle to account for the different flow regimes that can coexist in the domain. However, the choice of the near-optimal extra margin (which ensures the best performance) for each particle and the related parameters remains unexplored in DEM unlike in MD.In this study, we demonstrate that the near-optimal extra margin can fairly be characterised by four parameters that describe each particle local flow regime: the particle velocity, the ratio of the containing cell size to particle size, the containing cell solid fraction, and the total number of particles in the system. For this purpose, we model the near-optimal extra margin as a function of these parameters using a quadratic polynomial function. We use the DAKOTA SOFTWARE to carry out the Design and Analysis of Computer Experiments (DACE) and the sampling of the parameters for the simulations. For a given instance of the set of parameters, a global optimisation method is considered to find the near-optimal extra margin. The latter is required for the construction of the quadratic polynomial model. The numerous simulations generated by the sampling of the parameter were performed on a High-Performance Computing (HPC) environment granting parallel and concurrent executions.This work provides a better understanding of the Verlet butter method in DEM simulations by analysing its performances and behaviour in various configurations. The near-optimal extra margin can reasonably be predicted by two out of the four chosen parameters using the quadratic polynomial model. This model has been integrated in XDEM in order to automatically choose the extra margin without any input from the user. Evaluations on real industrial-level test-cases show up to 26% of reduction of the execution time.
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