20th
International CODATA Conference (Times New Roman, 11pt)
Session: Computational informatics: integrating data science with materials
modeling
Interactive experimentation and
modeling for phase equilibrium
Weiping
Gonga, Marcelle Gaune-Escardb,
Zhanpeng Jina
aState Key Lab of Powder Metallurgy, Central South
University, Changsha 410083,
Telephone: +86 731 8877824
Fax: +86 731 8710855
E-mail: weiping_gong@mail.csu.edu.cn
bEcole polytechnique, Mecanique Energetique, Technopole de
Chateau-Gombert,
5
rue
Phase
diagrams are visual representations of the state of a material as a function of
temperature, pressure and concentrations of the constituent components and are,
therefore, frequently hailed as basic blueprints or roadmaps for materials
design, development, processing and basic understanding. While the correlation
between thermodynamics and phase equilibrium was established more than a
century ago by J.W. Gibbs, it is only modern developments in modelling and
computational technology that have made computer calculations of complex phase
equilibrium a realistic possibility today. Modelling is crucial in that it allows consistent description of binary systems
that can be safely used for further computation of complex multicomponent phase
equilibrium
Often
the question arises, can we believe the results of
modeling? Comparison of calculated results with experimental data available in
literature is the most usually employed test method but some times, the best way to get the answer is certainly to couple interactive experimentation and modeling.
Two examples of equilibrium
systems, namely the ZrO2-SrO and TbBr3-KBr systems were
given in this presentation to illustrate these two kinds of methodologies.
The
thermodynamic description of the ZrO2-SrO and TbBr3-KBr systems
was initiated using the available experimental information. Special attention was
paid to the stoichiometric compounds SrZrO3,
Sr4Zr3O10 and K3TbBr6,
respectively, to illustrate, how to select an appropriate thermodynamic model
based on crystal structure and chemistry information, how to optimise the thermodynamic parameters, how to identify and
resolve the inconsistency between various kinds of experimental data, and how
to use thermodynamic modelling as a basic tool in the
development and optimisation of materials and
process. In the present work, the phase transitions in SrZrO3 were rationalised from thorough analysis of literature
information. The existence of the compound Sr4Zr3O10
and the decomposition of the compound K3TbBr6 at about
592 K were validated. Comparison between the calculated and measured phase
diagrams as well as thermodynamic quantities provided the final test of the
overall consistence between the reliable experimental information and the
present modeling and thermodynamic computation.
Keywords: phase
diagram, thermodynamics modeling, interaction, ZrO2, SrO,
SrZrO3, Sr4Zr3O10, TbBr3, KBr, K3TbBr6