Investigation on the effective parameters of through-the-width crack propagation in ceramic coatings due to substrate tension using discrete element method

Abstract

This paper aims to simulate surface cracking and interfacial delamination in ceramic coatings due to their application in different industries. For this purpose, one of the most widely used ceramics, yttrium-stabilized zirconia, which is used as a thermal insulator for superalloy substrate is considered as a case study. Discrete element method was used, due to its great ability to capture the damages at the microscale, to investigate the effect of crack spacing and coating thickness on crack initiation and propagation. Discrete element method solver code is provided by the authors. To investigate damages, a unit cell of the structure between two successive surface cracks was considered. The length of the unit cell represents the crack density in the structure. In addition, for each unit cell length, three coating thicknesses were considered. The results of the current study were compared and validated with those experiments and numerical simulation results presented in the open literature. Good agreement was found. Finally, the effect of interface roughness on stress distribution and damage initiation was examined.

Variational approach and experimental investigation of the phase-field model predicting brittle fracture

“…Finite element method is increasingly developed for the prediction of crack propagation in diverse engineering applications. 1–3…”

“…Finite element method is increasingly developed for the prediction of crack propagation in diverse engineering applications. [1][2][3] Brittle fracture of solids means the brutal deterioration of their mechanical strength due to mechanical or thermal loading. The modeling of crack paths is one of the most complicated tasks of brittle fracture mechanics.…”

Numerical Simulation of Traditional and Technological Zinc‐Based Coatings: Part II

“…Such an interaction, formulated at the microscopic level, governs the behavior of the material at the macroscale. [ 29 ] Therefore, initially the damage process begins at the microscale, when the interaction between adjacent elements is interrupted for the reaching of a critical value of displacement, strain, or energy in the element. Then, when more and more interactions are interrupted, a crack at the macroscale is formed.…”