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首先介绍了描述复合材料出现损伤时细观应力场的剪滞模型;给出了模拟陶瓷基复合材料基体随机开裂的有关公式;然后采用Monte Carlo方法模拟了基体随机开裂的过程;最后通过计算机模拟了陶瓷基复合材料基体裂纹的随机演化过程,分析了有关模型参数对基体裂纹演化的影响,并与文献模拟结果进行了对比.研究表明:最终裂纹间距主要分布在1~2倍滑移长度之间;初始开裂应力越大,最终名义裂纹间距越小;Weibull模量越大,最终名义裂纹间距越小;热残余应力越大,最终名义裂纹间距越大;模拟长度对裂纹演化影响很小;Monte Carlo方法可以有效地模拟陶瓷基复合材料的随机开裂过程.

参考文献

[1] 苗艳.陶瓷基复合材料的基体失效模型[D].南京:南京航空航天大学,2007.
[2] 李龙彪,宋迎东,孙志刚.单向纤维增强陶瓷基复合材料单轴拉伸行为[J].复合材料学报,2008,25(4):154-160.Li Longbiao,Song Yingdong,Sun Zhigang.Uniaxial tensile behavior of unidirectional fiber reinforced ceramic matrix composites[J].Acta Materiae Compositae Sinica,2008,25(4):164-160.
[3] 李龙彪,宋迎东,孙志刚.纤维泊松收缩对陶瓷基复合材料基体裂纹演化的影响[J].航空动力学报,2008,23(12):2196-2201.Li Longbiao,Song Yingdong,Sun Zhigang.Influence of fiber Poisson contraction on matrix crack evolution of ceramic matrix composites[J].Journal of Aerospace Power,2008,23(12):2196-2201.
[4] Zok F W,Spearing S M.Matrix crack spacing in brittle matrix composites[J].Acta Metall Mater,1992,40(8):2033-2043.
[5] Curtin W A.Theory of mechanical properties of ceramicmatrix composites[J].J American Ceram Soc,1991,74(11):2837-2845.
[6] Pryce A W,Smith P A.Matrix cracking in unidirectional ceramic matrix composites under quasi-static and cycle loading[J].Acta Mater,1992,41(4):1269-1281.
[7] Ahn B K,Curtin W A.Strain and hysteresis by stochastic matrix cracking in ceramic matrix composites[J].Journal of Mechanics Physical Solids,1997,45(2):177-209.
[8] Kuo W S.Damage of multi-directionally reinforced ceramic matrix composites[D].Newark:University of Delaware,1992.
[9] Douglas S B,Spearing S M,Evans A G.Damage mechanisms and the mechanical properties of a laminated 0/90 ceramic/matrix composite[J].J Am Ceram Soc,1992,75(12):3321-3330.
[10] Ramakrishna T B.Properties of silicon carbide fiber-relnforced silicon nitride matrix composites,NASA,Technical Report 88-C-027[R].Cleveland,Ohio:NASA,1998.
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