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利用理论和数值方法研究了形状记忆合金增强复合材料的宏细观力学性;能预测复合材料的宏观本构列式和弹性基体约束下的形状记忆合金的相变特性.建立了宏观性能参量与细观相变过程的联系.一维变形状态下的数值结果表明智能复合材料仍然具有形状记忆效应和拟弹性特性,但受到组分材料的性能比、体分比和环境变量等参数的显著影响.

参考文献

[1] Takagi T. A concept of intelligent materials. J Intell Mater Syst and Struct, 1990, 1:149~156
[2] Gandhi M V, Tompson B S. Smart Materials and Structures, Chapman and Hall, London, 1992
[3] Rogers C A, Barker D K. Experimental studies of active strain energy tuning of adaptive composites. AIAA-90-1086-CP,2234~2241
[4] 孙国钧, 茅人杰. 机敏材料和机敏结构的研究进展. 见:王震鸣等主编. 复合材料及其结构的力学进展: 第四册.武汉工业大学出版社,1994
[5] Yang Qingsheng. Mechanical behavior of smart composites. Proc ICAM'96, Beijing,1996
[6] Yang Qingsheng. Thermomechanical properties of smart composites. Acta Solida Mechanica Sinica,1996,(4):357~363
[7] Liang C, Rogers C A. One dimensional thermomechanical constitutive relations for shape memory alloys. J Intell Mater Syst and Struct, 1990, 1:207~233
[8] Mura T. Micromechanics of defeat in solids. 2nd ed, Martins Nijhoff, 1987
[9] Chou T W. A self-consistent approach to the elastic stiffness of short fiber composites. J of Comp Matel, 1980,14:178~185
[10] Yamada Y. Strengthening of metal matrix composite by shape memory effect. Materials Transactions JIM,1993,34(3):254~260
[11] Furuya Y. Enhanced mechanical properties of TiNi shape memory fiber/Al matrix composite. Material Transactions JIM, 1993,34(3):224~227
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