摘要
宏微观双尺度弹塑性模型通过宏微观联系因子获得微观尺度上的塑性应变,它是探讨高周疲劳损伤累积及其破坏机理的有效理论方法。基于双尺度弹塑性模型基本理论,研究了宏观载荷作用下具有塑性强化机制的微观应力应变演变规律,编写程序算法实现了比例混合塑性强化微观应力应变滞回曲线的求解。利用有限元软件Abaqus建立了三维实体模型,通过弹塑性分析获得相应的应力应变及其等效应力应变滞回曲线。对比有限元与本文算法结果,验证并校核了双尺度模型算法的有效性。
The theory of macro-micro two scale model obtains the micro plastic strains by using the macro-micro connecting factor,which is an effective theory to investigate the damage accumulation of the high fatigue and its failure mechanism.Based on the macro-micro theory,the evolution rule of the micro stresses and strains with plastic hardening was studied,and it solved the micro stresses and strains of the three-dimensional models by making programs,which considered the linear mixed plastic hardening.It established the 3 D finite element models,and calculated the micro stresses and strains and obtains the equivalent stress-strain hysteresis loops with linear mixed hardening.Compared with the finite element results,the effectiveness of the algorithm results is verified.
作者
周江贝
孙秦
陈先民
ZHOU JiangBei;SUN Qin;CHEN XianMin(Aircraft Strength Research Institute of China,Xi' an 710065,China;Northwestern Polytechnical University,Xi' an 710072,China)
出处
《机械强度》
CAS
CSCD
北大核心
2018年第4期852-856,共5页
Journal of Mechanical Strength
基金
国家自然科学基金项目(51375386)资助~~
关键词
宏微观双尺度模型
线性混合塑性强化
有限元模型
算法程序
滞回曲线
Macro-micro two scale model
Linear mixed plastic hardening
Finite element model
Algorithm program
Hysteresis curve