Abstract

When subjected to severe thermal shocks a functionally graded ceramic (FGC) suffers strength degradation due to the thermally-induced damages in the material. Multiple surface cracking has been observed as one of the dominant defects/damages affecting the thermal shock behavior of ceramics. This paper presents a thermo-fracture mechanics model to investigate the thermal shock residual strength behavior of elastically homogeneous but thermally graded FGCs undergoing multiple surface cracking. We consider an FGC plate with an array of parallel edge cracks at the thermally shocked surface. A Fourier transform/superposition method is used to derive the singular integral equation of the thermal shock crack problem. The critical thermal shock that causes crack propagation and thermal shock damage are determined using linear elastic fracture mechanics. The thermal shock residual strength of the FGC as a function of thermal shock severity and crack density (crack spacing) is subsequently evaluated. Numerical calculations are carried out for two FGC materials, i.e., Al 2O 3/Si 3N 4 and TiC/SiC FGCs, to illustrate the effects of crack density (crack spacing) and material gradation on the thermal shock strength behavior of FGCs. It is found that a higher crack density (lower crack spacing) together with appropriately graded material properties significantly enhances the residual strength of the thermally shocked FGCs.

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