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弹塑性线弹簧边界元法及其在表面裂纹分析中的应用
引用本文:王勇.弹塑性线弹簧边界元法及其在表面裂纹分析中的应用[J].浙江工业大学学报,1997,25(2):93-99.
作者姓名:王勇
作者单位:浙江工业大学!杭州,310032
基金项目:国家自然科学基金,浙江省自然科学基金
摘    要:利用Rice和Levy提出的线弹簧概念及Parks等人对线弹簧的拓展,建立了弹塑性连续线弹簧模型,此模型可方便地与普通使用的三维有限元、三维边界元等数值计算方法相结合,用于弹塑性三维表面裂纹断裂参量的计算。将三维边界元法与弹塑性连续线弹簧相耦合,给出了弹塑性表面裂纹断裂参量的求解方法,为工程应用提供了一个高效的表面裂纹断裂参量的计算方法。并将计算结果与三维有限元解进行比较,结果吻合良好。

关 键 词:表面裂纹  线弹簧模型  三维  边界元法  J积分

Elastic-plastic Line-spring Boundary Element Method and Its Application in Surface Crack Analysis
Wang Yong.Elastic-plastic Line-spring Boundary Element Method and Its Application in Surface Crack Analysis[J].Journal of Zhejiang University of Technology,1997,25(2):93-99.
Authors:Wang Yong
Abstract:Using the concept of line-spring model which was gaven by Rice and Levy, and some extention of line-spring model which was developed by Parks' group, this paper proposed the elastic-plastic continue line-spring model. The model can be easily combined with 3D finite element method and 3D boundary element method. Several numerical examples for elastic-plastic fracture parameters of surface-cracked plates calculated by using of 3D boundary element method combine with this line-spring model are shown. The results are in good agreement with the ones of the 3D elastic-plastic finite element method.
Keywords:Surface cracks  Line-spring model  3D boundary element method  J integral  
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