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双复合材料结构基底厚度对薄膜裂纹的影响
引用本文:王建国,刘宝良,毕贤顺. 双复合材料结构基底厚度对薄膜裂纹的影响[J]. 黑龙江科技学院学报, 2007, 17(4): 251-253
作者姓名:王建国  刘宝良  毕贤顺
作者单位:黑龙江科技学院,数力系,哈尔滨,150027
基金项目:黑龙江省教育厅科学技术研究项目
摘    要:针对薄膜-基体双复合材料结构的薄膜裂纹问题,研究了薄膜材料的力学行为,进行了裂纹垂直于薄膜与基底交界面,且尖端未达到交界面情形下问题的分析.基于Beuth理论,把模型简化为平面应变问题,并通过有限元分析程序评价了具有裂纹的薄膜-基底双复合材料结构的断裂机理,得到了薄膜与基底不同的弹性错配及薄膜与基底的不同的厚度比率,对薄膜裂纹应力强度因子的影响.结果表明:随着hs/hf的减小,应力强度有很大幅度的提高,当hs/hf≥10时,基底的厚度对薄膜裂纹的影响较小,可以忽略不计;当薄膜-基底结构退化为单一材料时,应力强度因数趋向于1.

关 键 词:裂纹  薄膜-基底结构  应力强度因子  有限元方法  复合材料结构  基底  厚度比  膜裂纹  影响  crack  film  medium  composite materials  dual  substrate thickness  因数  结构退化  应力强度  结果  力强度因子  弹性错配  断裂机理  评价  分析程序
文章编号:1671-0118(2007)04-0251-03
修稿时间:2007-06-19

Effect of substrate thickness of dual composite materials medium on film crack
WANG Jianguo,LIU Baoliang,BI Xianshun. Effect of substrate thickness of dual composite materials medium on film crack[J]. Journal of Heilongjiang Institute of Science and Technology, 2007, 17(4): 251-253
Authors:WANG Jianguo  LIU Baoliang  BI Xianshun
Affiliation:Dept. of Mathematics and Mechanics, Heilongjiang Institute of Science and Technology, Harbin 150027, China
Abstract:This paper is focused on the study on a crack in the film oriented perpendicular to the film-substrate interface with the tip in the film.Based on Beuth's theory,this paper highlights the simplification of threedimensional model to plane strain problems and the evaluation of fracture mechanisms of a cracked film-substrate medium by designing universal program of finite element method.The stress intensity factor is affected by the different elastic mismatches and the thickness ratio between the film and the substrate.These results show that the stress intensity factor shows a remarkable increase with the decrease of the thickness ratio of film and the substrate.The effect of the fracture behavior of film is negligible when the thickness ratio of film and the substrate is 10;Stress intensity factor tends to 1 for the absence of any elastic mismatch between the film and the substrate.
Keywords:film-substrate medium   crack   stress intensity factor   finite element method
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