I. Ansara
Centre national de la recherche scientifique
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Featured researches published by I. Ansara.
Journal of Alloys and Compounds | 1997
I. Ansara; Nathalie Dupin; H. L. Lukas; Bo Sundman
The sub-lattice model is used to describe the thermodynamic behaviour of the ordered phases existing in the AlNi system. The model parameters are derived from an optimisation procedure using all available experimental data. The order-disorder transformation f.c.c.-Al:Ll2 phase is modelled using either two or four sub-lattices which are mathematically equivalent.
Calphad-computer Coupling of Phase Diagrams and Thermochemistry | 1994
I. Ansara; C. Chatillon; H. L. Lukas; Taiji Nishizawa; Hiroshi Ohtani; K. Ishida; Mats Hillert; Bo Sundman; B.B. Argent; A. Watson; Tim Chart; Timothy J. Anderson
Abstract A thermodynamic database for binary III-V semiconductor systems has been compiled. It is based upon individual assessments which have been or will be published separately, but each assessment is based on the SGTE recommendation for the pure elements and uses the same solution model expression. The 15 possible binary systems between the group III elements Al, Ga and In on one hand, and the group V elements As, Sb and P are included.
Calphad-computer Coupling of Phase Diagrams and Thermochemistry | 1997
I. Ansara; Nathalie Dupin; Bo Sundman
Abstract An attempt is made to present in a more didactic manner the treatment of the order/disorder transformation expressed in the compound energy formalism. Some statements made in the article by Saunders are analysed and corrected.
Calphad-computer Coupling of Phase Diagrams and Thermochemistry | 1987
Armand Gabriel; Per Gustafson; I. Ansara
Abstract An evaluation of the C-Fe-Ni system has been made using a two-sublattice subregular model for the interstitial solution phases taking into account the magnetic contribution, and an ordinary subregular solution model for the liquid phase. A set of parameter values describing the Gibbs energy of each individual phase is given.
Journal of Phase Equilibria | 1993
N. Dupin; I. Ansara
The optimization of the thermodynamic parameters of the various phases existing in the Cr-Ta system was performed taking into account all available thermodynamic and phase diagram data. The liquid and the two terminal bcc solid solutions were described by a Redlich-Kister equation. The Laves phases, C14 and C15-Cr2Ta, were described by the sublattice model; two different descriptions were used for each of these phases. The set of optimized parameters and the calculated phase diagrams are presented.
Journal of Crystal Growth | 1984
Mohamed Tmar; Armand Gabriel; Christian Chatillon; I. Ansara
Abstract A critical assessment of thermodynamic and phase diagram data for the Ga-As and In-As systems has been performed by first carrying out a complex chemical equilibrium analysis of the conditions of measurements, then performing a critical analysis of all the experimental methods employed, and finally, after eliminating those results which seem erroneous or which show systematic deviation, and reevaluating the experimental accuracies, by optimizing the retained data together. The best self-consistent values obtained are the following: ΔH°f(GaAs, s, 298 K) =−19.54±0.30 kcal mol−1, S°298(GaAs, s) = 16.05±0.80 cal K−1 mol−1, Lf s→1 (GaAs, ) = 27.0± 0.80 kcal mol−1 at Tf = 1513.5±3 K, ΔH°f(InAs, s, 298 K) = −14.29±0.50 kcal mol−1, S°298 (InAs, s) = 17.84±0.80 cal K−1 mol−1, Lf(InAs, s→1) = 19.04±1.00 kcal mol-1 at Tf = 1212±3 K. The Gibbs energies of formation for the compounds are represented by the equations: ΔG°f(GaAs, s) = -19537+1.849T cal mol−1, ΔG°f(InAs, s) = -14291+2.257 T cal mol−1. Optimized partial pressures of In, Ga, As2, As4, InAs and GaAs molecules and phase diagrams have been obtained.
Journal of Crystal Growth | 1976
I. Ansara; M. Gambino; J.P. Bros
Abstract With a high temperature microcalorimeter the molar excess enthalpies of mixing for liquid gallium-indium-antimony alloys have been measured at 995 K. From these results and those already obtained for the limiting binary alloys we calculated the whole set of thermodynamic functions in this ternary system. The knowledge of the Gibbs free energies of mixing and of the thermodynamic functions of the GaSb-InSb quasi-binary system enabled one to compute the liquidus of the equilibrium phase diagram on the whole concentration range. The agreement between a few published experimental data and calculated points has been found satisfactory.
Journal of Alloys and Compounds | 1995
C. Servant; C. Gueneau; I. Ansara
Abstract The Gibbs energies of formation of the solution and compound phases in the FeZr system were derived from an optimization procedure using all the available experimental thermodynamic and phase diagram data. The thermodynamic description of the non-stoichiometric compounds was made using a two-sublattice model, while a Redlich-Kister polynomial was used for the solution phases. The enthalpy and temperature of fusion, as well as the temperature of invariant reactions were determined experimentally by differential thermal analysis. The results derived from the optimization are very satisfactory, despite the sparse data concerning the phase diagram and thermodynamic properties.
Calphad-computer Coupling of Phase Diagrams and Thermochemistry | 1994
J.C. Anglezio; C. Servant; I. Ansara
Abstract The binary Al-Ca, Ca-Fe, Ca-Si systems and the ternary Al-Ca-Fe, Al -Fe-Si, Ca-Fe-Si systems were thermodynamically assessed. Experimental determination of the enthalpy of fusion of the ternary compounds Si2Al2Ca, Si7Al8Fe5 and Si2Al3Fe, as well as invariant temperatures in the Al-Ca-Si and Al-Fe-Si systems were derived from DTA measurements. A set of thermodynamic parameters consistent with the phase diagram, mainly in the Si-rich region, is obtained.
Journal of Alloys and Compounds | 1998
K.C. Hari Kumar; I. Ansara; Patrick Wollants; L. Delaey
Abstract The Gibbs energy descriptions of the equilibrium phases of the Co–Nb system were obtained by a computerised least-squares optimisation of the experimental thermodynamic and phase diagram data from the literature. A review of the available experimental data is presented. The modelling of phases and the optimisation procedure are described. Calculated results are compared with experimental data.