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Oxide Solubility Minimum in Liquid Fe-M-O Alloy SCIE SCOPUS

Title
Oxide Solubility Minimum in Liquid Fe-M-O Alloy
Authors
Kang, Youn-Bae
Date Issued
2019-12
Publisher
SPRINGER
Abstract
The origin of the solubility minimum of oxide (MxOy) in liquid Fe-M-O alloy was investigated, and the minimum was predicted based on thermodynamic calculations. Due to the characteristic property of activities of M and 0 in the liquid, a maximum exists in the product between the two activities if the affinity of M to 0 is significantly high, as most deoxidizing elements are. A critical activity product is defined, which is an indicator of the solubility minimum of the MxOy in the liquid Fe-M-0 alloy according to the following relationship: max (a(M)(x) x a(O)(y)) = KMxO x Cliv4,0y, where the aM(x)O(y) is unity if the alloy is in equilibrium with the pure M(x)Oy(.) The origin of the solubility minimum was explained using the change of the activity product by composition. Available CALPHAD assessments for several binary Fe-Mliquid alloys and Wagner's solvation shell model were combined to calculate the activity product in the Fe-M-O alloy, which can be used to predict the solubility minimum of M(x)Oy. A favorable agreement was obtained when M = Al, B, Cr, Mn, Nb, Si, Ta, Ti, V, and Zr. The Gibbs energy of dissolution of O in pure liquid M (AgO(m)) and the Gibbs energy of the formation of Mx0y per mole of atoms (Delta g degrees M(x)Oy /(x + y)) play important roles in determining the solubility minimum, as long as an interaction between Fe and M is less significant than the interaction between metal (Fe and M) and 0. Predictions of the solubility minima of CaO and MgO were not satisfactory, requiring further improvement of the present analysis. (C) The Minerals, Metals & Materials Society and ASM International 2019
URI
https://oasis.postech.ac.kr/handle/2014.oak/100128
DOI
10.1007/s11663-019-01663-4
ISSN
1073-5615
Article Type
Article
Citation
METALLURGICAL AND MATERIALS TRANSACTIONS B-PROCESS METALLURGY AND MATERIALS PROCESSING SCIENCE, vol. 50, no. 6, page. 2942 - 2958, 2019-12
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