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ABAQUS and ANSYS Implementations of the Peridynamics-Based Finite Element Method(PeriFEM)for Brittle Fractures 被引量:2
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作者 Fei Han Zhibin Li +3 位作者 Jianyu Zhang Zhiying Liu Chen Yao Wenping Han 《Computer Modeling in Engineering & Sciences》 SCIE EI 2023年第9期2715-2740,共26页
In this study,we propose the first unified implementation strategy for peridynamics in commercial finite element method(FEM)software packages based on their application programming interface using the peridynamics-bas... In this study,we propose the first unified implementation strategy for peridynamics in commercial finite element method(FEM)software packages based on their application programming interface using the peridynamics-based finite element method(PeriFEM).Using ANSYS and ABAQUS as examples,we present the numerical results and implementation details of PeriFEM in commercial FEM software.PeriFEM is a reformulation of the traditional FEM for solving peridynamic equations numerically.It is considered that the non-local features of peridynamics yet possesses the same computational framework as the traditional FEM.Therefore,this implementation benefits from the consistent computational frameworks of both PeriFEM and the traditional FEM.An implicit algorithm is used for both ANSYS and ABAQUS;however,different convergence criteria are adopted owing to their unique features.In ANSYS,APDL enables users to conveniently obtain broken-bond information from UPFs;thus,the convergence criterion is chosen as no new broken bond.In ABAQUS,obtaining broken-bond information is not convenient for users;thus,the default convergence criterion is used in ABAQUS.The codes integrated into ANSYS and ABAQUS are both verified through benchmark examples,and the computational convergence and costs are compared.The results show that,for some specific examples,ABAQUS is more efficient,whereas the convergence criterion adopted in ANSYS is more robust.Finally,3D examples are presented to demonstrate the ability of the proposed approach to deal with complex engineering problems. 展开更多
关键词 perifem PERIDYNAMICS ANSYS ABAQUS DAMAGE FRACTURE
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面向近场有限元法的非结构网格划分及其断裂损伤分析
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作者 张宪成 池宝涛 +3 位作者 于先泽 郭前建 袁伟 张耀明 《岩土力学》 北大核心 2025年第S1期467-476,490,共11页
工程材料的失效直接影响装备及其构件的可靠性和安全性,且很难采用传统测量方法对其断裂行为进行准确预测。近场动力学作为一种新兴的积分型非局部连续介质力学理论,在模拟材料断裂失效问题上具有良好效果,但该方法不依赖于预生成的网... 工程材料的失效直接影响装备及其构件的可靠性和安全性,且很难采用传统测量方法对其断裂行为进行准确预测。近场动力学作为一种新兴的积分型非局部连续介质力学理论,在模拟材料断裂失效问题上具有良好效果,但该方法不依赖于预生成的网格构造控制方程,在求解大规模问题时存在计算效率较低等挑战。为此,基于键型近场有限元法引入改进栅格法。针对含有任意裂纹的复杂实体模型,提出了基于改进栅格法的非结构网格划分方法,构建了以正交四边形为主的高质量网格自动划分。采用边界拟合算法实现了高质量实体边界拟合,解决了传统由外向内栅格法的实体边界拟合难题。另外,近场有限元法将键型近场动力学与非结构网格划分相结合,充分发挥近场动力学在表示材料非局部作用效应与非连续变形特征的天然优势,同时保持传统有限元法的节点快速遍历等特点。通过将近场有限元法与改进栅格法相结合,验证了该方法在对有限宽度板、L型板、双缺口板和中心缺口圆盘进行断裂损伤分析的有效性和可靠性。 展开更多
关键词 近场有限元法 断裂损伤 改进栅格法 非结构网格划分
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