Prediction of ordered superstructure phase equilibria |
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Authors: | D de Fontaine C Wolverton M Asta and G Ceder |
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Affiliation: | (1) Department of Meterial Science and Mineral Engineering, University of California, 94720 Berkeley, CA;(2) Department of Physics, University of California, 94720 Berkeley, CA;(3) Department of Materials Sciences and Engineering, Massachusetts Institute of Technology, 02139 Cambridge, MA;(4) Materials Sciences Division, Lawrence Berkeley Laboratory, 94720 Berkeley, CA |
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Abstract: | The approach to phase diagram calculations has changed drastically within the last few years. Previously, mean-field models
(regular solution, Bragg-Williams, concentration waves) were used almost exclusively. These models rely on two very poor approximations:
supe5rposition of ’point’ probabilities for pair probabilities and an ideal solution model for the configurational entropy.
Today, effective cluster interactions can be calculated from first-principles electronic structure methods: the superposition
approximation is avoided, and cluster formulations for the entropy are available. As will be shown by recently computed examples,
such cluster methods predict first-priciples phase diagrams that are often in excellent agreement with those determined empirically.
The pater was presented at the International Phase Diagram Prediction Symposium sponsored by the ASM/MSD Thermodynamics and
Phase Equilibria Committee at Materials Week, October 21-23,1991, in Cincinnati, OH. The symposium was organized by John Morral,
University on Connecticut, and Philip Nash, Illinois Institute of Technology. |
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