Affiliation:
1. Department of Materials Science and Engineering , University of Science and Technology Beijing, Beijing , P. R. China
2. Department of Materials Science and Engineering , Pennsylvania State University, State College , USA
Abstract
Abstract
The In–Pt–Sb system is modeled using the CALPHAD technique. The solution phases (liquid, fcc(Pt), rhom(Sb) and tetra(In)) are described as substitutional solution. The enthalpies of formation of the intermetallic compounds, Pt7Sb, Pt3Sb, Pt3Sb2, PtSb, PtSb2 are calculated using first-principles calculations. In the In–Pt–Sb system, the compounds In3Pt2, In2Pt, In7Pt3 in the In–Pt binary system and the compounds PtSb2 and PtSb in the Pt–Sb binary system are treated as line compounds (In,Sb)
m
Pt
n
according to experimental solid solubility of the third component. The compound In5Pt6 is treated as (In,Pt,Sb)5(In,Pt)6 based on its thermodynamic model in the In–Pt system and experimental solid solubility of Sb in the In–Pt–Sb system. The thermodynamic model of compound InPt3 keeps the order–disorder transition model with fcc(Pt) solid solution which was used in the In–Pt binary system, and is treated as (In,Pt,Sb)0.25(In,Pt,Sb)0.75. Other compounds InPt, In9Pt13, αIn2Pt3, βIn2Pt3, InPt2 and InSb in the In–Pt–Sb system keep the same thermodynamic models as those in binary systems. Based on the published experimental isothermal sections, vertical sections and the liquidus surface projection, the In–Pt–Sb system is modeled, and a set of self-consistent thermodynamic parameters is obtained.
Subject
Materials Chemistry,Metals and Alloys,Physical and Theoretical Chemistry,Condensed Matter Physics
Cited by
5 articles.
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