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首页> 外文期刊>International Journal of Mechanical Sciences >A new constitutive model of micro-particle reinforced metal matrix composites with damage effects
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A new constitutive model of micro-particle reinforced metal matrix composites with damage effects

机译:一种新的微粒增强金属基复合材料组成模型,损伤效应

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摘要

It is well known that the mechanical behavior of micro-particle-reinforced metal matrix composites (MPMMCs) in service is significantly influenced by the particle size, matrix damage and interface debonding. In order to characterize the mechanical property of such a two-phased elasto-plastic material with the three kinds of effects, a new theoretical model is developed based on the secant modulus method, a low-order strain gradient theory with damage and an effective reduced moduli approach, in which both the size effect of reinforcing particles and the effects of matrix damage and interface debonding are included. As a result, a non-linear elasto-plastic constitutive relation is achieved, with which the stress-strain response of MPMMCs in both uniaxial tension and uniaxial compression tests can be reproduced very well, in contrast to the predictions by the existing strain gradient theories without considering damage. An interesting phenomenon is further found that the dominant role of damage in MPMMCs changes from the interface debonding to the matrix damage with the increase of load in tension test, while the matrix damage always dominates in compression test. The present study provides not only a more comprehensive understanding of the in-service performance of MPMMCs but also a useful theoretical tool for mechanical prediction and optimizing design of other advanced composite materials.
机译:众所周知,使用微粒增强金属基复合材料(MPMMC)的机械性能受到粒度,基质损伤和界面剥离的显着影响。为了用三种效果表征这种双相弹塑性材料的机械性能,基于SECANT模量法开发了一种新的理论模型,具有损坏和有效减少的低位应变梯度理论包括增强粒子的尺寸效应和基质损伤和界面剥离的效果的模态方法。结果,实现了非线性弹性塑料本构关组成关系,其可以非常良好地再现单轴张力和单轴压缩测试中MPMMC的应力 - 应变响应,与现有应变梯度理论的预测相比不考虑损坏。进一步发现一个有趣的现象是,MPMMCS损坏的主导作用在张力试验中的负载的增加增加,易剥离对矩阵损坏的变化,而矩阵损坏总是在压缩测试中占主导地位。本研究不仅提供了对MPMMCS的适用性绩效更全面的了解,而且还提供了一种用于其他先进复合材料的机械预测和优化设计的有用理论工具。

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