OALib Journal期刊
ISSN: 2333-9721
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短纤维增强金属基复合材料应力分布的剪切滞后分析
, PP. 94-100
Keywords: 金属基复合材料,剪切滞后理论,应力应变分布
Abstract:
使用弹性理论和剪切滞后分析,推导出了基体和纤维应力场分布表达式,研究了纤维体积分数、纤维长径比和基体屈服强度等对应力分布和应力传递的影响。研究表明,基体和纤维应力分布及基体的塑性行为具有明显的不均匀性,基体与纤维之间存在明显的应力传递和应变分配。关键词 金属基复合材料,剪切滞后理论,应力应变分布
References
[1] | Cox H L. B r J A pp l P hy s, 1952, 3: 73
|
[2] | Kelly A. Strong Solids. Oxfo rd: Clarendon Press, 1966. 123
|
[3] | Nardone VC, Prewo KM. Scripta metall, 1986, 20: 43
|
[4] | Clyne T W. Mater Sci Eng ng , 1989, A 122: 183
|
[5] | KarbhariV M , W ilk ins D J. S crip ta m etall, 1991, 25: 707
|
[6] | TayaM , Mura T. J Appl Mech, 1981, 48: 361
|
[7] | W ithers PJ , StobbsW M , Pedersen O B. Acta metall, 1989, 37: 3061
|
[8] | Tanaka T, Wakashima K, Mori T. J Mech Phys Solids, 1973, 21: 207
|
[9] | Christman T, Needleman A , Suresh S. Acta metall, 1989, 37: 3209
|
[10] | Papazian J M , Adler P N. Metall Trans, 1990, 21A: 401
|
[11] | Shen YL , Fino tM , N eedleman A , Suresh S. Acta metall, 1994, 42: 77
|
[12] | TayaM , A senault R J. Scripta metall, 1987, 21: 349
|
[13] | Jiang Z, Lian J , Yang D, Dong S. J Mater Sci Tech, 1998, 14: 516
|
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