A model for high temperature hydrogen attack in carbon steels under constrained void growth

Mohsen Dadfarnia, May L. Martin, David E. Moore, Steve E. Orwig, Petros Sofronis

    研究成果: Contribution to journalArticle査読

    1 被引用数 (Scopus)

    抄録

    Petrochemical vessels exposed to high temperature and high pressure hydrogen gas may suffer from high temperature hydrogen attack (HTHA). HTHA is a hydrogen-induced degradation of carbon steels whereby internal hydrogen reacting with carbides forms methane gas bubbles, mainly on grain boundaries (GBs), with an associated loss in strength that can result in premature fracture of structural components. The design of equipment against HTHA is primarily based on the use of the empirical Nelson curves which are phenomenological and do not account for the underlying failure mechanisms and the material microstructure. Starting from the underlying deformation and fracture mechanisms, we present a simple constraint-based model for failure of steels by HTHA which involves growth of GB voids due to coupled diffusion of atoms along the GBs and creep of the matrix surrounding the voids. Since voids form only on some of the GBs, the uncavitated GBs geometrically constrain the growth of voids on the cavitated ones. The model is used to study void growth in HTHA of 21/4Cr–1Mo steel both in the presence and absence of externally applied stress. In the latter case, the model predictions are in good agreement with experimental results. Lastly, the model is used to develop a Nelson-curve type diagram in the presence of external stress in which the curves demarcating the safe/no-safe regimes are functions of the time to failure. This diagram though should be viewed as the result of the application of a new methodology toward devising mechanism-based Nelson curves and not as proposed new Nelson curves for the steel under investigation.

    本文言語英語
    ジャーナルInternational Journal of Fracture
    219
    1
    DOI
    出版ステータス出版済み - 9 1 2019

    All Science Journal Classification (ASJC) codes

    • Computational Mechanics
    • Modelling and Simulation
    • Mechanics of Materials

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