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ABOUT EQUIVALENT ELLIPSE CONCEPT APPLIED FOR ENDURANCE LIMIT DETERMINATION OF POROUS MATERIALS

机译:关于应用耐久性极限的等效椭圆概念

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The paper is a continuation of the analysis presented at the PM94 in Paris. The endurance limit of elasto-plastic porous materials containing pores of different shape and size was theoretically determined. Using analysis of the range of plastic zones formed near the inclusion and their early cracking and based on the threshold value of K below which crack propagation stops, the stable stress level was determined. In the present paper equivalent ellipse concept was used, and a stress distribution near the real pore was replaced by stress field in the tip of certain ellipse. Analysis of pore shape in tested material reveals that about 80% of the pores can be replaced by the ellipse with axis ratio a/b between 0.5 and 2. Shapes with a/b ratio less than 0.5 are not active in the fracture process and those with a/b more than 2 are producing smaller values of stress intensity factor. Surprisingly it was found that circular shape of the pores is most dangerous which explains why so many earlier investigations using circular pore shape model are so well supported by the experiment.
机译:本文是在巴黎PM94展示的分析延续。理论上测定含有不同形状和尺寸尺寸的孔的弹性塑料多孔材料的耐久极限。使用分析在夹杂物附近形成的塑料区的范围,并基于以下裂纹传播停止的K的阈值,确定稳定的应力水平。在本文中使用了相同的椭圆概念,并且在某些椭圆上的尖端中的应力场替换了真实孔附近的应力分布。测试材料中的孔形状的分析表明,约80%的孔可以由椭圆形轴比A / B的椭圆形式代替0.5和2的形状小于0.5的裂缝过程中不活跃使用A / B超过2,产生较小的应力强度因子值。令人惊讶的是,发现孔的圆形形状是最危险的,这解释了为什么使用圆形孔形模型的许多早期调查是由实验支持的。

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