2015-Sustainable Industrial Processing Summit
SIPS 2015 Volume 3: Takano Intl. Symp. / Metals & Alloys Processing

Editors:Kongoli F, Noldin JH, Mourao MB, Tschiptschin AP, D'Abreu JC
Publisher:Flogen Star OUTREACH
Publication Year:2015
Pages:550 pages
ISBN:978-1-987820-26-3
ISSN:2291-1227 (Metals and Materials Processing in a Clean Environment Series)
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    Phase Diagrams with Melt Immiscibility and System Fe-Cu-S

    Vasily Lutsyk1; Vera Vorob'eva1; Alexandr Zyryanov1; Svetlana Shodorova1;
    1INSTITUTE OF PHYSICAL MATERIALS SCIENCE SB RAS, Ulan-Ude, Russian Federation;
    Type of Paper: Regular
    Id Paper: 121
    Topic: 3

    Abstract:

    To examine in detail the special features of the structure of the T-x-y diagrams with the immiscibility of the liquids, which are given in the literature sometimes with the inaccuracies or even with the errors, the 3-dimensional (3D) computer models of T-x-y diagrams are designed. Some of them are formed either by binary systems with monotectics or have monotectic transformations in the ternary system (without the immiscibility in the binary systems). There are diagrams with the co-existence of three liquid phases, and also diagrams with the sintectic uni- or invariant transformation. They all are included in the electronic Reference book, which contains 3D models of the diagrams T-x-y: 1) with the continuous series of solid solutions; 2) with the uni- and invariant transformations, given by one, two or three binary solubility gaps of eutectic and peritectic type; 3) with the binary and ternary compounds; 4) with the allotropy of components in different temperature intervals; 5) with the immiscibility.
    The diagrams of the topology, not described before, but discovered in real systems, are included also in the Reference book. Each computer model is the template of phase diagram, which is converted into the model of the real system if to introduce experimental parameters (concentrations and temperatures of binary and ternary invariant points, and also characteristics of lines and surfaces curvature).
    For instance, the subsystem Cu-Cu2S is characterized by the co-existence of two immiscible alloys in the presence of the compound Cu2S: L1=L2+R4.
    The invariant monotectic reaction L1=L2+A1+R4 takes a place in the ternary subsystem Fe-FeS-Cu2S-Cu at 1074 C, and the immiscibility gap intersects the curve of the co-crystallization of the compound Cu2S and the intermediate polymorphous modification of iron gamma-Fe. Furthermore, another two invariant reactions L+gamma-Fe=Cu+Cu2S at 1070 C and L=gamma-Fe+FeS+Cu2S at 914 C take a place in the subsystem. The main innovation in 3D models consists of the construction of pseudo-fold on the solidus surface of the gamma-Fe modification. It is the directing of two ruled surfaces, it does not influence the smoothness of solidus and liquidus and solidus surfaces are topologically equivalent thanks to it.
    The work was partially supported by the Russian Foundation for Basic Research (projects 14-08-00453 and 14-08-31468).

    Keywords:

    Copper; Iron; Metallurgy; Modeling;

    References:

    [1] B. Hallstedt and Z.-K. Liu: Software for Thermodynamic and Kinetic Calculation and Modeling, CALPHAD, 33 (2009), 265.
    [2] E. Scheil: Darstellung von Dreistoffsystemen, Arch. Eisenhuttenwes, 9 (1936), 571-573.
    [3] H.L. Lukas, E.-T. Henig and G. Petzow: 50 Years Reaction Scheme after Erich Scheil, Z. Metallkd., 76(6) (1986), 360-367.
    [4] R.G. Connell: A Tutorial on Flow Diagrams: A Tool for Developing the Structure of Multicomponent Phase Diagrams, J. Phase Equilibria and Diffusion, 15(1) (1994), 6-19.
    [5] V.I. Lutsyk, V.P. Vorob’eva and E.R. Nasrulin: T-x-y Diagrams with Primary Crystallization Fields of Low-Temperature Modifications, Crystallogr. Rep., 54(7) (2009), 1289-1299.
    [6] V.I. Lutsyk and V.P. Vorob’eva: Computer Models of Eutectic Type T-x-y Diagrams with Allotropy. Two Inner Liquidus Fields of Two Low-Temperature Modifications of the Same Component, J. Therm. Anal. Calorim., 101(1) (2010), P. 25-31.
    [7] V.I. Lutsyk and V.P. Vorob'eva: Investigation of 3-phase Transformation Type Change Conditions in the Ti-Ir-Ru System, Perspectivnye Materialy 13 (2011), 191-197 (In Russian).
    [8] V.I. Lutsyk and V.P. Vorob'eva: New Phase Regions of Ir-Ru-Ti System with Eutectic-Peritectic Transformation, IOP Conf. Ser.: Mater. Sci. Eng. 47 (2013), 012049 http://iopscience.iop.org/1757-899X/47/1/012049/pdf/1757-899X_47_1_012049.pdf.
    [9] V.I. Lutsyk, V.P. Vorob’eva, O.G. Sumkina and B.V. Tsyngeev: Three-Phase Reaction Type Changing in Mo-Zr-V and Ti-Ir-Ru Systems, IFAC Proceedings Volumes (IFAC-PapersOnline), 15 (Part 1) (2013), 365-370.
    [10] V.I. Lutsyk, V.P. Vorob’eva, A.M. Zyryanov and S.Y. Shodorova: Correction of T-x-y Diagrams for Lead-Free Solders, IFAC Proceedings Volumes (IFAC-PapersOnline), 15 (Part 1) (2013), 371-376.
    [11] V.I. Lutsyk and V.P. Vorob'eva: T-x-y Diagrams Computer Models for Lead-Free Soldering Systems, IOP Conf. Ser.: Mater. Sci. Eng. 18(9) (2011) http://iopscience.iop.org/1757-899X/18/9/092016/pdf/1757-899X_18_9_092016.pdf.
    [12] W. Zhou, Z. Shen, L. Song, H. Kang and M. Zhao: Determination and Calculation of the Cd-Pb-Sn Ternary Phase Diagram, J. Alloys and Compounds. 215 (1994), 55-61.
    [13] V.I. Kosyakov: Topological Analysis of the Solid-Liquid Diagram for the System Cu-Fe-S, Rus. J. Inorgan. Chem. 53(6) (2010), 946-952.
    [14] V.T. Witusiewicz, A.A. Bondar, U. Hecht and T.Y. Velikanova: Phase Equilibria in Binary and Ternary Systems with Chemical and Magnetic Ordering, J. Phase Equilibria and Diffusion. 32(4) (2011) 329-349.
    [15] A. Prince. Alloy Phase Equilibria, Elsevier Publ. Comp., Amsterdam-London-New York, 1966.
    [16] K.A. Khaldoyanidy. Phase Diagrams of Heterogeneous Systems with Transformations, Novosibirsk, SB RAS, 2004 (In Russian).
    [17] E.M. Slyusarenko, V.A. Borisov, M.V. Sofin, E.Yu. Kerimov and A.E. Chastukhin: Determination of Phase Equilibria in the System Ni-W-Cr-Mo-Re at 1425 K Using the Graph Method, J. Alloys and Compounds. 284 (1999), 171-189.
    [18] M.V. Sofin, E.Yu. Kerimov, A.E. Chastuchin, N.A. Bazhanova, Yu.V. Balykova and E.M. Slyusarenko: Determination of Phase Equilibria in the Ni-V-Nb-Ta-Cr-Mo-W System at 1375K Using the Graph Method, J. Alloys and Compounds. 321 (2001), 102-131.
    [19] E.Yu. Kerimov, Yu.V. Balykova and E.M. Slyusarenko: Polyhedration of Multicomponent Systems of Nikel with Transition Metals (V-VII Subgroups) Using the Graph Method, Chem. Met. Alloys. 1 (2008), 244-249.
    [20] V.I. Kosyakov, N.A. Pylneva, Z.G. Bazarova and V.A. Shestakov: The Prediction of Solid-Liquid Diagram Topology of Ternary Systems for the Solution of Problems Related to Materials Science, Chemistry for Sustainable Development. 8 (2000), 161-166.
    [21] V.I. Kosyakov: The Relationship between the Topological Characteristics of Liquidus Surfaces within the Ternary Phase Diagrams, Doklady Chemistry, 374(3) (2000), 356-358 (In Russian).
    [22] V.I. Kosyakov and V.A. Shestakov: Topological Isomorphism of Melting Diagrams for Three-Component Systems and Polyhedra with the Trivalent Vertices, Doklady Chemistry, 421(5) (2008), 220-222.
    [23] V.I. Kosyakov, V.A. Shestakov and E.V. Grachev: On the Enumeration of Phase Diagrams, Rus. J. Phys. Chem. 83(8) (2009), 1266-1270.
    [25] V.I. Kosyakov, V.A. Shestakov and E.V. Grachev: Enumeration of Melting Diagrams of Three-Component Systems with Stoichiometric Compounds, Rus. J. Inorgan. Chem. 55(4) (2010), 611-619.
    [26] S. Miura: Geometrical Approach to Reaction Schemes of Multicomponent Phase Diagrams, J. Phase Equilibria and Diffusion. 27(1) (2006), 34-46.
    [27] L.S. Palatnik and A.I. Landau. Phase Equilibria in Multicomponent Systems, Kharkov, Kharkov State University, 1961 (In Russian).
    [28] F.N. Rhines. Phase Diagrams in Metallurgy. Their Development and Application, McGraw-Hill Book Company, MC. New York-Toronto-London, 1956.
    [29] W. Guertler and A. Bergmann: Ternary System: Aluminum-Antimony-Magnesium, Z. Metallk. 25 (1933), 111-116.
    [30] R. Vogel. Die heterogenen Gleichgewichte, Leipzig: Akademischeverlagellesschaft Geest & Portig, 1959.
    [31] D.A. Petrov. Binary and Ternary Systems, Moscow, Metallurgia, 1986 (In Russian).
    [32] A.M. Zakharov. State Diagrams of Binary and Ternary Systems, Moscow, Metallurgia, 1990.
    [33] B. Predel, Z. Metallk. 52 (1961), 507 (cited by [15]).
    [34] N.B. Babanly, Yu.A. Yusibov, Z.S. Aliev and M.B. Babanly: Phase Equilibria in the Cu-Bi-Se System and Thermodynamic Properties of Copper Seleno-Bismuthates, Rus. J. Inorgan. Chem. 55(9) (2010), 1471-1481.
    [35] M.B. Babanly, G.I. Ibragimova, N.B. Babanly and Y.M. Schikhiev: System Ag2Se-Ga2Se3-Se, Rus. J. Inorgan. Chem. 46(10) (2001), 1471-1481 (In Russian).
    [36] A.G. Mikolaichuk and N.V. Moroz: T-x Diagram of the Ag-Ge-S System in the Ag-Ge-GeS2-Ag8GeS6-Ag Region: The Glassy Cryslattine State of Alloys, Rus. J. Inorgan. Chem. 55(1) (2010), 87-92.
    [37] K.A. Khaldoyanidy, Rus. J. Phys. Chem., 80(4) (2006), 496-500; 81(12) (2007), 1930–1935; 82(12) (2008), 1983-1987; 83(11) (2009), 1986-1990.
    [38] K.A. Khaldoyanidy, Rus. J. Inorgan. Chem., 54(6) (2009), 989-993; 56(3) (2011), 450-458.
    [39] A. Findlay: The Phase Rule and its Applications, in A.N. Campbell and N.O. Smith. 9 eds., Dover Publications Inc., New York, 9th edn., 1951.
    [40] V.I. Lutsyk, A.E. Zelenaya and A.M. Zyryanov: Computer Simulation of Ternary Isobaric Systems with the Au-Rh Liquid Immiscibility, Perspectivnye Materialy 7 (2009), 194-198 (In Russian).
    [41] V. Lutsyk, A. Zelenaya and V. Vorob’eva: Correction of T-x-y Diagrams with Immiscibility, Abstracts of International Conference on Phase Diagram Calculations and Computational Thermochemistry (CALPHAD XXXVIII), Prague, Czech Rep., 2009, 146.
    [42] R. Vogel et al, Arch. Eisenhuttenw, 21 (1950), 327; 23 (1952), 127; 28 (1957), 591.
    [43] S.I. Sineva, R.V. Starykh, M.V. Frolenkova and S.B. Zakhryapin: Study of the Liquidus and Solidus Surfaces of the Quaternary Fe-Ni-Cu-S System: I. Graphing of Meltability in the Three-Component System Fe-Ni-Cu, Russian Metallurgy (Metally), 3 (2009), 285-292.
    [44] R.V. Starykh, S.I. Sineva, M.V. Frolenkova and S.B. Zakhryapin: Study of the Liquidus and Solidus Surfaces of the Quaternary Fe-Ni-Cu-S System: II. Constructing a Meltability Diagram for the Ternary Fe-Ni-S Sulfide System, Russian Metallurgy (Metally), 5 (2009), 480-487.
    [45] R.V. Starykh, S.I. Sineva and S.B. Zakhryapin: Study of the Liquidus and Solidus Surfaces of the Quaternary Fe-Ni-Cu-S System: III. Constructing a Meltability Diagram and Determination of Miscibility Gap Boundaries for the Ternary Cu-Ni-S Sulfide System, Russian Metallurgy (Metally), 3 (2010), 286-294.
    [46] R.V. Starykh and S.I. Sineva: Study of the Liquidus and Solidus Surfaces of the Quaternary Fe-Ni-Cu-S System: IV. Constructing a Meltability Diagram and Determination of Miscibility Gap Boundaries for the Ternary Cu-Fe-S Sulfide System, Russian Metallurgy (Metally), 11 (2010), 1025-1031.
    [47] R.V. Starykh and S.I. Sineva: Study of the Liquidus and Solidus Surfaces of the Quaternary Fe-Ni-Cu-S System: V. Refinement and Addition of the Data on the Ternary Fe-Ni-S and Fe-Ni-Cu Phase Diagrams, Russian Metallurgy (Metally), 3 (2012), 189-194.
    [48] W. Viljoen. Phase Relations in the System Cu-Fe-Ni-S and their Application to the Slow Cooling of PGE Matte, University of Pretoria, 2001.
    [49] A.G. Morachevsky, L.Sh. Cemekhman and L.B. Tcymbulov. System Copper-Nickel-Sulphur. Phase Diagram and Thermodynamic Properties. Saint-Petersburg, Publishing House of the Polytechnic University, 2007.
    [50] H. Schlegel and A. Schuller: Das Zustandsbild kupfer-eisen-schwefel, Z. Metallkunde. 43(12) (1952), 421-428.

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    Lutsyk V, Vorob'eva V, Zyryanov A, Shodorova S. Phase Diagrams with Melt Immiscibility and System Fe-Cu-S. In: Kongoli F, Noldin JH, Mourao MB, Tschiptschin AP, D'Abreu JC, editors. Sustainable Industrial Processing Summit SIPS 2015 Volume 3: Takano Intl. Symp. / Metals & Alloys Processing. Volume 3. Montreal(Canada): FLOGEN Star Outreach. 2015. p. 305-326.