Simulation of metastable corrosion pit development under mechanical stress

► A cellular automata model coupled with finite element method is used to describe metastable pit growth under stress. ► The effects of local stress and strain on anodic current are used as boundary conditions for cellular automata model. ► The growth rate of metastable pitting corrosion under stres...

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Bibliographic Details
Published inElectrochimica acta Vol. 90; pp. 128 - 134
Main Authors Wang, Haitao, Han, En-Hou
Format Journal Article
LanguageEnglish
Published Elsevier Ltd 15.02.2013
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Summary:► A cellular automata model coupled with finite element method is used to describe metastable pit growth under stress. ► The effects of local stress and strain on anodic current are used as boundary conditions for cellular automata model. ► The growth rate of metastable pitting corrosion under stress is far higher than that under no stress. ► The effects of rupture time and rupture extent of pit cover and diffusion of hydrogen ions on current transients under stress are analyzed. A cellular automata model coupled with finite element method is used to describe metastable pitting corrosion growth and its transition to stability of stainless steel under mechanical stress. The model includes anodic dissolution, passivation, diffusion and hydrolysis of salt film. The local stress and strain distributions on the pit surface are analyzed by the finite element method in real time during the pit growth. The effects of local stress and strain on anodic current at every micro-region of the pit surface obtained by Gutman model are used as the boundary conditions for the cellular automata model. The result shows that the growth rate of metastable pitting corrosion under stress is far higher than that under no stress. The effects of rupture time and rupture extent of pit cover and diffusion of hydrogen ions on current transients under stress and no stress are analyzed.
Bibliography:ObjectType-Article-2
SourceType-Scholarly Journals-1
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content type line 23
ISSN:0013-4686
1873-3859
DOI:10.1016/j.electacta.2012.11.056