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硬化材料切口根部应力-应变集中与理论应力集中的关系

Relationship Between Stress-Strain Concentration at Notch tip and Theoretic Stress Concentration for Work-hardening Material

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【作者】 张忠平王锋会郑茂盛孙强解武杰

【Author】 Zhang Zhongping1 Wang Fenghui2 Zheng Maosheng3 Sun Qiang Xie Wujie (Air Force University of Engineering Xi'an 710038)1 (Northw estern Polytechnic University Xi'an 710072)2 (Xi'an Jiaotong University 710049)3

【机构】 空军工程大学!西安710038西北工业大学!西安710072西安交通大学!西安710049

【摘要】 以含浅切口的硬化材料为对象,以平面应变条件下切口根部附近的应力-应变分布为出发点,利用应力平衡法,研究了Neuber准则及Moski-Glinka公式的有效性。发现无论是Neuber准则还是Moski-Glinka公式,都没能很好地反映切口根部的应力-应变集中与理论应力集中的关系。因此,本文作者综合Neuber准则及Moski-Glinka公式,提出了一个更能正确反映切口根部应力-应变集中与理论应力集中关系的表达式。

【Abstract】 In the present paper, both the stress-strain distribution near shallow notch ti p for work-hardening material under plane strain condition and the stress balan ce method are used to study the effectiveness of Neuber’s rule and that of Mosk i -Glinka’s (M-K’s) relation. It is found that whether Neuber’s rule or M-K ’s relation does not reflect well the relationshp between stress-strain concen tration at the notch tip and theoretic stress concentration. Therefore, united N eube’s rule with M-K’s relation, the expressioin that reflects well the relat ionship between stress-strain concentration at the notch tip and theoretic str ess concentration is proposed.

  • 【文献出处】 应用力学学报 ,Chinese Journal of Applied Mechanics , 编辑部邮箱 ,2000年04期
  • 【分类号】O343.4
  • 【被引频次】1
  • 【下载频次】155
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