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arXiv 2108.01013physics.flu-dyn
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一种快速有效的研究稠密悬浮液流变学的工具

A fast and efficient tool to study the rheology of dense suspensions

Alessandro Monti, Vikram Rathee, Amy Q. Shen, Marco E. Rosti

摘要:

介绍了一种用于求解牛顿流体中颗粒流和稠密悬浮体动力学的牛顿-欧拉方程的先进软件。特别是,我们提出了一个固定半径的近邻搜索的基础上,一个有效的计数排序算法与改进的对称搜索的实现。所采用的搜索方法大大降低了计算成本,并允许一个有效的并行化,即使在一个单一的节点上,通过多线程的范例。强调的是还给予的内存效率的代码,因为历史的颗粒之间的接触被追踪到模型的摩擦贡献,当处理考虑非光滑相互作用的颗粒的颗粒流的流变学的兴趣。一个有效的程序的基础上估计的最大数量的最小的颗粒周围的最大的一个(给定的半径分布)和一个排序只适用于周围的颗粒只实施,使我们能够有效地解决非单分散颗粒的流变性与高尺寸比在大域。最后,我们提出了验证和验证的数值过程,通过与以前的模拟和实验进行比较,并提出了新的软件功能。

英文摘要:

A cutting-edge software is presented to tackle the Newton-Euler equations governing the dynamics of granular flows and dense suspensions in Newtonian fluids. In particular, we propose an implementation of a fixed-radius near neighbours search based on an efficient counting sort algorithm with an improved symmetric search. The adopted search method drastically reduces the computational cost and allows an efficient parallelisation even on a single node through the multi-threading paradigm. Emphasis is also given to the memory efficiency of the code since the history of the contacts among particles has to be traced to model the frictional contributions, when dealing with granular flows of rheological interest that consider non-smooth interacting particles. An effective procedure based on an estimate of the maximum number of the smallest particles surrounding the largest one (given the radii distribution) and a sort applied only to the surrounding particles only is implemented, allowing us to effectively tackle the rheology of non-monodispersed particles with high size-ratio in large domains. Finally, we present validations and verification of the numerical procedure, by comparing with previous simulations and experiments, and present new software capabilities.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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