J. Mater. Sci. Technol. ›› 2025, Vol. 229: 58-66.DOI: 10.1016/j.jmst.2024.11.082

• Research article • Previous Articles     Next Articles

First-principles modeling of passivation behaviors of stainless steels in corrosive environments

Wenjing Xua,b, Ergen Baob, Yueqi Sia,b, Hui Maa,b,*, Peitao Liua,b, Yan Suna,b, Yongpeng Shia,b, Xing-Qiu Chena,b,*   

  1. aSchool of Materials Science and Engineering, University of Science and Technology of China, Shenyang, 110016, China;
    bShenyang National Laboratory for Materials Science, Institute of Metal Research, Chinese Academy of Sciences, Shenyang, 110016, China
  • Received:2024-08-23 Revised:2024-10-27 Accepted:2024-11-26 Published:2025-09-10 Online:2025-02-15
  • Contact: *E-mail addresses: . hma@imr.ac.cn (H. Ma), xingqiu.chen@imr.ac.cn (X.-Q. Chen)

Abstract: Accurately determining the Flade potential (EFlade) is of significant importance in the design of novel corrosion-resisting alloys. However, due to the complex nature of the EFlade influenced by several factors including compositions of the alloys and corrosive solutions, there is currently a lack of truly predictive ab initio model. Here, we established the critical potential condition required for passivation in acidic solutions containing chloride ions (Cl-) by developing an ab initio model that incorporates the potential drop from the metal electrode to the solution, considering tunneling of electrons at metal/film interface, breakdown of the film, and electrochemical adsorption reactions at film/solution interface. These param-eters were derived from the work function of the alloy substrate and passivation film, the band gap of the passivation film, and the Gibbs free energy of adsorption on the passivation film, all of which can be obtainable from first-principles calculations. This theoretical model has been successfully validated for alloyed stainless steel, exhibiting a remarkable agreement with experimental results. Importantly, en-abled by the model, we have identified several alloying elements (i.e., Ta, W, Os, and Ir) that can effec-tively lower the EFlade of the stainless steel. This work constitutes an important step forward in modeling complex passivation behaviors from first-principles, providing a useful tool for the design of corrosion-resisting alloys.

Key words: Passivation, Modeling, First-principles calculation, Stainless steel