Thermodynamic Modeling of Molten Metal Systems

The Minerals, Metals and Materials Society
R. G. Reddy
Organization:
The Minerals, Metals and Materials Society
Pages:
19
File Size:
633 KB
Publication Date:
Jan 1, 1996

Abstract

The Margules .equation is used for interpreting excess Gibbs energy of several ternary systems. In the present study activity coefficient of 'a dilute solute, 2, in a binary solvent 1-3 was derived. The derived expression is used to interpret logarithmic activity coefficient of oxygen and sulfur in several metallic systems. Self interaction parameter of the solute is derived from the partial function of solute using constant compositional path. An expression for logarithmic activity coefficient and self - interaction parameter of solute is also derived using Maclaurin infinite series. The derived equation is based on Maclaurin infinite series used successfully to deduce thermodynamics of self interaction of oxygen as a interstitial atom in two metallic systems. The predicted thermodynamic parameters values using Maclaurin infinite series and Margules. equations, are in excellent agreement with the experimental data and also our predictions are far more accurate than the predictions made by other models.
Citation

APA: R. G. Reddy  (1996)  Thermodynamic Modeling of Molten Metal Systems

MLA: R. G. Reddy Thermodynamic Modeling of Molten Metal Systems. The Minerals, Metals and Materials Society, 1996.

Export
Purchase this Article for $25.00

Create a Guest account to purchase this file
- or -
Log in to your existing Guest account