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用粉末冶金法制备了氧化铝、碳化硅颗粒增强的几种铝合金复合材料,对不同增强体含量的复合材料进行了力学性能测试.研究结果表明,复合材料拉伸弹性模量随增强体含量增加而升高,断裂延伸率下降.SiCP/2024具有最高的强度和增强效率,随增强体含量增加至25%,强度逐渐升高;SiCP/7075的强度水平低于基体合金;SiCP/Al(工业纯)强度提高幅度较大;Al2O3P/2024的强度随增强体含量增加呈先上升、后下降趋势.分析认为不同复合材料间的这种性能差异由增强体与基体强度水平和变形行为特征所决定.高强度、高模量的增强体与高强度、高形变硬化率的基体的配合是获得高强度复合材料的重要条件.

参考文献

[1] Crowson A. U S army research office materials science program recent developments and trends. In: Proc Advanced Materials and Mechanics 96'. Beijing: Peking University Press, 1996.1
[2] Hirano K. High performance materials for severe environments in the field of aerospace and power generator technologies in Japan. In: Proc ICCM-9, Vol 1. Spain: Madrid, 1993.87
[3] Pirrat N J. Metal matrix composites-evaluation and prospects, In: ICCM-10, Vol 1. Canada: Whistler, Vacouver, 1995.23
[4] Lin J S. Li P X, Wu R J. Aging evaluation of cast particulate-reinforced SiC/Al(2024) composites. Scripta Metall Et Mater, 1993, 28:281
[5] Liu Y L, Fischer G. Local strain fields in particulate metal matrix composites characterized by object grating techniques. In: Murray S L, ed. Proc ICCM-11, Australia: Gold Coast, 1997
[6] 权高峰, 罗兴宏, 柴东朗, 等. 非连续体增强金属基复合材料的热机械处理工艺与性能研究. 材料工程, 1994 (5): 10
[7] Mortensen A. Interfacial phenomena in the solidification processing of metal matrix composites. Mater Sci Engng, 1991,A135:84~89
[8] Quan Gaofeng, Chai Donglang, Song Yujiu, et al. A quantitative evaluation and experimental study on elastic limits for DRMMCs. Scripta Metall Et Mater, 1995, 33(12): 1897
[9] 权高峰. 金属基复合材料的断裂应变研究. 西安交通大学学报, 1995, 29 (8): 84
[10] 权高峰. 金属基复合材料中增强粒子的尺寸效应. 见: 第三届全国细观力学试验技术、计算方法及其应用学术研讨会论文集. 杭州: 1995. 215
[11] Kanetake N, Choh T. Microscopic fracture in particle dispersed aluminum matrix composite under plastic straining. In:Miravette A ed. Proc. ICCM-9. Spain: Madrid, 1993. 665~671
[12] Quan Gaofeng, Song Yujiu, Tu Mingjing, et al. Study on fracture strain of discontinuously reinforced metal matrixcomposites. Inter J Fracture, 1998 (Accepted)
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