Witold Węglewski , Anil A. Sequeira , Kamil Bochenek , Jördis Rosc , Roland Brunner , Michał Basista
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引用次数: 0
摘要
金属陶瓷复合材料的性质决定了其在微观层面上存在热残余应力,这种应力会损害由这些材料制成的结构元件的完整性。因此,通过实验和建模对热残余应力进行评估一直是研究的热点。本研究采用粉末冶金法生产了两种功能分级铝合金基复合材料:AlSi12/Al2O3 和 AlSi12/SiC。通过中子衍射法测量了未分级和分级复合材料的 AlSi12 基体和陶瓷增强层中的热残余应力。根据实际微观结构的 X 射线显微计算机断层扫描(micro-XCT)图像,建立了一系列有限元模型,用于模拟 AlSi12 基体以及 Al2O3 和 SiC 增强陶瓷中的热残余应力。在所有情况下,数值预测的准确性都很高,与中子衍射测量结果的差异小于 5%。数值结果表明并经中子衍射数据验证,分级 AlSi12/Al2O3 和 AlSi12/SiC 复合材料的平均残余应力低于相应的未分级复合材料,这可能有利于工程应用。
Finite element modeling of thermal residual stresses in functionally graded aluminum-matrix composites using X-ray micro-computed tomography
Metal-ceramic composites by their nature have thermal residual stresses at the micro-level, which can compromise the integrity of structural elements made from these materials. The evaluation of thermal residual stresses is therefore of continuing research interest both experimentally and by modeling. In this study, two functionally graded aluminum alloy matrix composites, AlSi12/Al2O3 and AlSi12/SiC, each consisting of three composite layers with a stepwise gradient of ceramic content (10, 20, 30 vol%), were produced by powder metallurgy. Thermal residual stresses in the AlSi12 matrix and the ceramic reinforcement of the ungraded and graded composites were measured by neutron diffraction. Based on the X-ray micro-computed tomography (micro-XCT) images of the actual microstructure, a series of finite element models were developed to simulate the thermal residual stresses in the AlSi12 matrix and the reinforcing ceramics Al2O3 and SiC. The accuracy of the numerical predictions is high for all cases considered, with a difference of less than 5 % from the neutron diffraction measurements. It is shown numerically and validated by neutron diffraction data that the average residual stresses in the graded AlSi12/Al2O3 and AlSi12/SiC composites are lower than in the corresponding ungraded composites, which may be advantageous for engineering applications.
期刊介绍:
The aim of this journal is to provide ideas and information involving the use of the finite element method and its variants, both in scientific inquiry and in professional practice. The scope is intentionally broad, encompassing use of the finite element method in engineering as well as the pure and applied sciences. The emphasis of the journal will be the development and use of numerical procedures to solve practical problems, although contributions relating to the mathematical and theoretical foundations and computer implementation of numerical methods are likewise welcomed. Review articles presenting unbiased and comprehensive reviews of state-of-the-art topics will also be accommodated.