粒状材料
依赖关系(UML)
变形(气象学)
材料点法
多尺度建模
计算机科学
离散元法
光学(聚焦)
有限元法
过程(计算)
材料科学
机械
结构工程
工程类
人工智能
物理
复合材料
化学
计算化学
光学
操作系统
标识
DOI:10.14711/thesis-991012879661703412
摘要
Computational modeling of large deformation in granular media has to tackle two concurrent challenges: (a) the continuous change of topology and boundary conditions during the loading process and (b) the loading history and state dependency of mechanical behavior of granular media. Accurate and efficient simulations of large deformation in granular media require not only advanced material models, but also robust computational algorithms and tools. The focus of this dissertation is placed on developing a novel, unified multiscale modeling framework to address both challenges for effective simulation of large deformation in granular media. A multiscale modeling scheme is proposed by hierarchical coupling of material point method (MPM) and discrete element method (DEM), wherein MP...[ Read more ]
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