A thermodynamic strength theoretical model to explain and predict pseudo-ductility behavior of SiCF/SIC composite material

IF 2.9 3区 工程技术 Q2 MECHANICS International Journal of Applied Mechanics Pub Date : 2023-11-01 DOI:10.1142/s1758825124500133
Ze Xu, Yulan Liu, Biao Wang
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Abstract

In order to explain and predict the pseudo-ductility behavior and mechanical properties of [Formula: see text] composite material, a thermodynamic strength theoretical model based on fracture mechanics and thermodynamic method has been established. Compared with other theoretical models, the model proposed in this investigation unifies different cracks and defects based on energy method. Meanwhile, the stress–strain behavior of materials can be obtained with as few parameters as possible. Compared with previous experimental data, the correctness of this theoretical model has been verified. Some key material properties, such as elastic modulus, proportional limit stress (PLS) and yield stress (YS), have been investigated by calculating based on the theoretical model. The effect of the initial matrix porosity and the material properties of the matrix and fiber have been investigated. Results show that PLS and YS are almost not influenced by initial matrix porosity and can be seen as intrinsic parameters. Elastic modulus of the SiC reinforced fiber and the matrix can also affect material properties. Compared with the SiC matrix, PLS of the [Formula: see text] composite material is more sensitive to changes in elastic modulus of the SiC reinforced fiber. However, the improvement of elastic modulus and shear modulus of the [Formula: see text] composite material is much more difficult. For this purpose, the elastic modulus of both the SiC reinforced fiber and the matrix need to be enhanced. Results and conclusions in this investigation can provide guidance for predicting material properties of [Formula: see text] composite material and preparation in industry.
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一个解释和预测SiCF/SIC复合材料伪延性行为的热力学强度理论模型
为了解释和预测复合材料的伪塑性行为和力学性能,基于断裂力学和热力学方法建立了复合材料的热力学强度理论模型。与其他理论模型相比,本文提出的模型基于能量法统一了不同的裂纹和缺陷。同时,材料的应力-应变行为可以在尽可能少的参数下得到。通过与以往实验数据的对比,验证了该理论模型的正确性。通过理论模型计算,研究了材料的弹性模量、比例极限应力(PLS)和屈服应力(YS)等关键性能。研究了初始基体孔隙率以及基体和纤维材料性能的影响。结果表明,PLS和YS几乎不受初始基质孔隙率的影响,可以看作是固有参数。SiC增强纤维和基体的弹性模量也会影响材料的性能。与SiC基体相比,复合材料的PLS对SiC增强纤维弹性模量的变化更为敏感。然而,提高[公式:见文]复合材料的弹性模量和剪切模量要困难得多。为此,SiC增强纤维和基体的弹性模量都需要提高。本研究的结果和结论可为[公式:见文]复合材料的材料性能预测和工业制备提供指导。
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来源期刊
CiteScore
5.80
自引率
11.40%
发文量
116
审稿时长
3 months
期刊介绍: The journal has as its objective the publication and wide electronic dissemination of innovative and consequential research in applied mechanics. IJAM welcomes high-quality original research papers in all aspects of applied mechanics from contributors throughout the world. The journal aims to promote the international exchange of new knowledge and recent development information in all aspects of applied mechanics. In addition to covering the classical branches of applied mechanics, namely solid mechanics, fluid mechanics, thermodynamics, and material science, the journal also encourages contributions from newly emerging areas such as biomechanics, electromechanics, the mechanical behavior of advanced materials, nanomechanics, and many other inter-disciplinary research areas in which the concepts of applied mechanics are extensively applied and developed.
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