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Ca-Cd – Co-Zr PDF

668 Pages·1993·24.154 MB·English
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Ca-Cd 1 Ca-Cd (Calcium-Cadmium) Phase diagram The first (cid:150) more preliminary (cid:150) investigations (thermal analysis) have been performed by Donski [08Don1] (see Hansen et al. [58Han1]). These results could be corrected to some extent by Nowotny [46Now1] (but see also Iandelli [49Ian1]). At last Bruzzone has determined the whole phase diagram very carefully using thermal, metallographic and X-ray methods [72Bru1]. The results obtained were redrawn by Moffatt [78Mof1] and also were taken as a basis for Fig. 1. It should be mentioned that the existence of the intermediate phase Ca Cd could be confirmed by Merlo 3 2 [76Mer1]. Fig. 1. Ca-Cd. Phase diagram. Crystal structure Crystallographic data for intermediate phases are listed in Table 1 (see also Villars et al. [85Vil1]). Landolt-B(cid:246)rnstein New Series IV/5 Ca-Cd 2 Table 1. Ca-Cd. Crystal structure and lattice parameters of intermediate phases. Phase Structure Type a [nm] b [nm] c [nm] Ref. Ca Cd tetr Gd Al 0.8864 0.8020 72Bru1, 78Mof1 3 2 3 2 CaCd fcc CsCl 0.3839 49Ian1, 72Bru1 α-CaCd hex MgZn 0.5993 0.9654 46Now1, 72Bru1 2 2 β-CaCd orth CeCu 0.4924 0.7548 0.8450 72Bru1 2 2 Ca Cd hex Ag Gd 1.3465 0.9787 72Bru1 14 51 51 14 CaCd cub Cd Y 1.5680 72Bru1 6 6 References 08Don1 Donski, L.: Z. Anorg. Chem. 57 (1908) 193. 46Now1 Nowotny, H.: Z. Metallkde. 37 (1946) 31. 49Ian1 Iandelli, A.: Rend. Seminar. Fac. Sci. Univ. Cagliari 19 (1949) 133. 58Han1 Hansen, M., Anderko, K.: "Constitution of Binary Alloys", New York: McGraw-Hill Book Comp., 1958. 72Bru1 Bruzzone, G.: Gazz. Chim. Ital. 102 (1972) 234. 76Mer1 Merlo, F.: J. Less-Common. Met. 50 (1976) 275. 78Mof1 Moffatt, W.G.: "Binary Phase Diagrams Handbook", Schenectady, N.Y.: General Electric Comp. 1978. 85Vil1 Villars, P., Calvert, L.D.: "Pearson’s Handbook of Crystallographic Data for Intermetallic Phases", Metals Park, Ohio: Am. Soc. Metals, Vol. 2, 1985. Landolt-B(cid:246)rnstein New Series IV/5 Ca-Ce 1 Ca-Ce (Calcium-Cerium) Phase diagram Using metallographic methods Zverev has found that in the Ca-Ce system a miscibility gap is existing in the liquid state [55Zve1]. After some adjustments, Gschneidner jr., Gschneidner jr. et al. and Gschneidner et al. [61Gsc1, 74Gsc1, 87Gsc1] have published a phase diagram, which is taken to draw Fig. 1. Fig. 1. Ca-Ce. Phase diagram. References 55Zve1 Zverev, G.L.: Dokl. Akad. Nauk SSSR 104 (1955) 242. 61Gsc1 Gschneidner jr., K.A.: "Rare Earth Alloys", Princetown, N.Y.: D. Van Norstrand Co. Inc. 1961, p. 133. 74Gsc1 Gschneidner jr., K.A., Verkade, M.E.: "Cerium-Calcium" in: Selected Cerium Phase Diagrams, IS-RIC-7, Rare Earth Information Center, Iowa State Univ., Ames, IA, 1974. 87Gsc1 Gschneidner jr., K.A., Calderwood, F.W.: Bull. Alloy Phase Diagrams 8 (1987) 511. Landolt-B(cid:246)rnstein New Series IV/5 Ca-Cl 1 Ca-Cl (Calcium-Chlorine) Phase diagram Staffanson has applied solubility measurements and differential thermal analysis to determine the phase equilibria in the subsystem Ca-CaCl [59Sta1]. The results were taken to draw Fig. 1. For earlier work see 2 Eastman et al. [50Eas1] and Cubicciotti et al. [49Cub1]. Fig. 1. Ca-Cl. Phase diagram of the CaCl -Ca subsystem. 2 References 49Cub1 Cubicciotti, D., Thurmond, C.D.: J. Am. Chem. Soc. 71 (1949) 2149. 50Eas1 Eastman, E.D., Cubicciotti, D.D., Thurmond, C.D.: "Temperature-Composition Diagrams of Metal-Metal Halide Systems", in: "The Chemistry and Metallurgy of Miscellaneous Materials: Thermodynamics", L.L. Quill (ed.), Natl. Nucl. Energ. Ser. IV-19B, New York: McGraw-Hill Book Comp., 1950. 59Sta1 Steffansson, L.-I.: "The Physical Chemistry of Metals in their Molten Halides", Thesis, Univ. of London, 1959. Landolt-B(cid:246)rnstein New Series IV/5 Ca-Co 1 Ca-Co (Calcium-Cobalt) Phase diagram Hashimoto et al. have investigated by dilatometric and magnetic measurements Co-rich Ca-Co-alloys in respect to the (α-Co)(cid:150)(ε-Co) phase transformation [37Has1]. The results, reviewed by Hansen et al. [58Han1], are given in Fig. 1. Obviously there are no intermediate phases in this system as Rolland et al. have found from melting experiments [80Rol1]. Fig. 1. Ca-Co. Partial phase diagram. References 37Has1 Hashimoto, U.: Nippon Kinzoku Gakkaishi 1 (1937) 177. 58Han1 Hansen, M., Anderko, K.: "Constitution of Binary Alloys", New York: McGraw-Hill Book Comp., 1958. 80Rol1 Rolland, G., Saindrenan, G., Milor, J.N., Bezin, S.: J. Less-Common Met. 72 (1980) 23. Landolt-B(cid:246)rnstein New Series IV/5 Ca-Cr 1 Ca-Cr (Calcium-Chromium) Phase equilibria or intermetallic phases are not known in this system (Venkatraman et al. [85Ven1]). References 85Ven1 Venkatraman, M., Neumann, J.P.: Bull. Alloy Phase Diagrams 6 (1985) 335. Landolt-B(cid:246)rnstein New Series IV/5 Ca-Cs 1 Ca-Cs (Calcium-Caesium) Phase diagram Klemm et al. have found that there is a broad miscibility gap in the liquid state in the Ca-Cs system [67Kle1]. Moffatt has redrawn the phase diagram, which is taken as a basis for Fig. 1 [87Mof1]. Pelton has reviewed this system [85Pel1]. Fig. 1. Ca-Cs. Phase diagram. References 67Kle1 Klemm, W., Kunze, D.: Proc. Intern. Symp. on Alkali Metals, London, Chem. Soc. Spec. Publ. No. 22, 1967, 3. 85Pel1 Pelton, A.D.: Bull. Alloy Phase Diagrams 6 (1985) 168. 87Mof1 Moffatt, W.G.: "Binary Phase Diagrams Handbook", Schenectady, N.Y.: General Electric Comp. 1987. Landolt-B(cid:246)rnstein New Series IV/5 Ca-Cu 1 Ca-Cu (Calcium-Copper) Phase diagram Since 1906, the phase equilibria of the Ca-Cu system have been investigated several times: Stockem [06Sto1], Donski [08Don1], Baar [11Baa1] (thermal and metallographic analysis), Haucke [40Hau1] and Nowotny [42Now1] (X-ray diffraction experiments), Schumacher et al. [30Sch1] (microscopic observations, electrical resistivity measurements), and Ssyromjatnikov [31Ssy1]. A reliable revision of the phase equilibria has been performed by Bruzzone [71Bru1] (differential thermal analysis as well as X-ray diffraction experiments). The results of this latter work have been taken by Chakrabarti et al. [84Cha1] to develop an assessed phase diagram, which was taken as a basis for Fig. 1. Phase equilibria determined by Kuznetsov et al. [80Kuz1] (differential thermal analysis, metallographic and X-ray diffraction investigations) at the Cu-rich side of the system are similar to those given in Fig. 1 on page 6. Fig. 1. Ca-Cu. Phase diagram. Crystal structure Crystallographic data for intermediate phases are listed in Table 1. Landolt-B(cid:246)rnstein New Series IV/5 Ca-Cu 2 Table 1. Ca-Cu. Crystal structure and lattice parameters of intermediate phases. Phase Structure Type a [nm] b [nm] c [nm] Ref. Ca Cu orth Ca Cu 0.6126 0.4161 1.453 82For1 2 2 α-CaCu orth α-CaCu 3.880 0.4271 0.5894 81Mer1 β-CaCu mon β-CaCu 1.947 0.4271 0.5880 81Mer1 α = 94.3° CaCu hex CaCu 0.5074 0.4074 71Bru1 5 5 Thermodynamics By direct mixing calorimetry Sommer et al. have determined the enthalpy of mixing for liquid Ca-Cu alloys at 1120 K and 1225 K [83Som1]. The results are plotted in Fig. 2. There is no remarkable temperature dependence of ∆HL. For concentrations >77 at% Cu, ∆HL values have been calculated using an association model. To determine thermodynamic activities for liquid alloys vapor pressure measurements have been performed by Bogoslovsky et al. [69Bog1] and Bykov et al. [83Byk1]. The results presented by the latter authors seem to be the more reliable ones and have been taken to draw Fig. 3. The Gibbs free energy of formation for CaCu has been determined by Chiotti [64Chi1] (measure- 5 ments of hydrogen pressure in equilibrium) and Notin et al. [79Not1] (EMF measurements). From the temperature dependence of the resulting values the enthalpy of formation can be calculated. Djamshidi et al. measured calorimetrically the enthalpy of formation for CaCu [80Dja1]. The most reliable value 5 seems to be that found by Djamshidi et al. (solution calorimetry) [80Dja1]: ∆HS =−7.8(13)J mol-1. CaCu5 This value agrees relatively well with the results from Chiotti et al. [64Chi1], whereas the value obtained by Notin et al. [79Not1] is much more exothermic (−10.5 J mol−1). From measurements performed by Chiotti et al. [64Chi1] there results a value for the entropy of formation amounting to ∆SS =−0.6(10)J mol-1K-1 CaCu5 (see Chakrabarti et al. [84Cha1]). Landolt-B(cid:246)rnstein New Series IV/5 Ca-Cu 3 Fig. 2. Ca-Cu. Enthalpy of mixing of liquid alloys at 1125 and 1225 K. Solid line: experimental, broken line: calculated. Fig. 3. Ca-Cu. Thermodynamic activities for liquid alloys at 1273 K. References 06Sto1 Stockem, L.: Metallurgie 3 (1906) 148. 08Don1 Donski, L.: Z. Anorg. Chem. 57 (1908) 193. Landolt-B(cid:246)rnstein New Series IV/5

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