The mechanical properties of ceramics and their composites in extreme environments, especially the fracture strength under high-temperature conditions, are key factors in assessing the safety and reliability of equipment. In this study, a temperature-dependent theoretical model is proposed with the aim of predicting the fracture strength for fiber-reinforced ceramic matrix composites at elevated temperature environments. This model encompasses not just the collective effects of various factors, including the Young's modulus of both fibers and matrix, the fiber volume fraction, and the melting point of the matrix, but also integrates the evolution of the Young's modulus of the fiber and matrix with temperature. Through the validation of multiple sets of experimental results, it is shown that the proposed model is able to predict the fracture strength of composites at elevated temperatures more accurately without conducting any high-temperature destructive tests. This model can help engineers and scientists to evaluate the mechanical properties of fiber-reinforced ceramic matrix composites at high temperatures more conveniently, thus guiding the optimal design and practical application of the materials, and thus improving the reliability and safety of the materials.
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