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理想塑性材料中椭圆孔附近的塑性滑移线场解
引用本文:宁建国,刘海燕,黄筑平.理想塑性材料中椭圆孔附近的塑性滑移线场解[J].北京理工大学学报,1999(Z1).
作者姓名:宁建国  刘海燕  黄筑平
作者单位:北京理工大学爆炸与安全国家重点实验室!北京100081(宁建国),2北京理工大学应用力学系!北京100081(刘海燕),北京大学力学与工程科学系!北京100871(黄筑平)
摘    要:目的 研究理想塑性材料中微孔洞间产生内颈缩的必要条件; 方法 采用Riem ann 解析积分方法并结合滑移线场上的Hencky 方程,研究并获得了椭圆孔附近的平面塑性流动Cauchy 问题的滑移线场解答; 结果与结论 通过数值计算,给出了椭圆孔附近一些特定直线上的静水压力分布,并与已有结果作了比较,二者吻合很好; 结果对研究低应力三轴度条件下韧性材料的破坏机理具有重要的参考价值;

关 键 词:理想塑性材料  微孔洞  滑移线  Riemann积分

Solutions for the Plastic Slip Line Fields Around Elliptical Holes in Perfectly Plastic Materials
Ning Jianguo,Liu Haiyan,Huang Zhuping.Solutions for the Plastic Slip Line Fields Around Elliptical Holes in Perfectly Plastic Materials[J].Journal of Beijing Institute of Technology(Natural Science Edition),1999(Z1).
Authors:Ning Jianguo  Liu Haiyan  Huang Zhuping
Institution:Ning Jianguo 1 Liu Haiyan 2 Huang Zhuping 3
Abstract:Aim To study the necessary condition for the occurrence of an internal necking in microvoids in perfectly plastic materials. Methods By means of Riemann's analytical integration and Henck's equation on the slip line fields, the solutions of the Cauchy problem for the plastic slip line fields around elliptical holes in plastic materials were studied and obtained. Results and Conclusion The stress distributions along some particular straight lines around elliptical holes is given by numerical calculation. The results will provide a valuable information in studying the fracture mechanism of ductile materials under conditions of low stress triaxiality.
Keywords:perfectly  plastic material  microvoids  slip  line  Riemann's integration
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