Finite element simulation of residual stress and failure mechanism in plasma sprayed thermal barrier coatings using actual microstructure as the representative volume

The residual stress and failure mode of thermal barrier coating (TBC) containing metallic bond coat (BC) and ceramic top coat (TC) with and without thermally grown oxide (TGO) were predicted using a micromechanical-based finite element method (FEM). Actual microstructures of the TBC taken by a scann...

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Bibliographic Details
Published inSurface & coatings technology Vol. 291; pp. 103 - 114
Main Authors Nayebpashaee, N., Seyedein, S.H., Aboutalebi, M.R., Sarpoolaky, H., Hadavi, S.M.M.
Format Journal Article
LanguageEnglish
Published Elsevier B.V 15.04.2016
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Summary:The residual stress and failure mode of thermal barrier coating (TBC) containing metallic bond coat (BC) and ceramic top coat (TC) with and without thermally grown oxide (TGO) were predicted using a micromechanical-based finite element method (FEM). Actual microstructures of the TBC taken by a scanning electron microscope (SEM) were utilized as the representative volume elements (RVEs) in the computational model. Failure mode of the representative volume was numerically simulated as thermal stress localization during thermal cycle. Computations were done on the representative volume to quantitatively assess the effects of thermal and mechanical properties of the TBC constituents as well as the presence of TGO on the macroscopic mechanical response of the TBC. Comparisons of computed results with experiments verified that, the computational method can successfully predict residual stress and crack initiation mode of the studied thermal barrier coatings. Moreover, based on the computed results, both shear and normal failure mode occur in the thermal barrier coating which is in good agreement with experimental findings. •Application of real microstructure as representative volume element in FEM simulation•Numerical simulation of residual stress induced by thermal shock in interfaces.•Investigation of the effect of TGO on stress distribution using micromechanical approach
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ISSN:0257-8972
1879-3347
DOI:10.1016/j.surfcoat.2016.02.028