LAUSR

Abstract In this work, we proposed a temperature-dependent first matrix cracking stress model for cross-ply fiber reinforced ceramic-matrix composites (FRCMCs) first. It takes into account of the effects of interfacial shear stress and residual thermal stress as well as their evolution with temperature. Moreover, in order to characterize the effect of temperature on fracture strength, we defined the critical strain energy density associated with composites fracture, by which and the force-heat equivalence energy density principle, the temperature-dependent fracture strength model for cross-ply FRCMCs was established. The models’ predictions of first matrix cracking stress and fracture strength at different temperatures are in good agreement with experimental results available. This study not only advances our in-depth understanding of the quantitative relationship between temperature and mechanical properties of cross-ply FRCMCs, but also offers a powerful tool to predict the temperature-dependent first matrix cracking stress and fracture strength.