Фазовая диаграмма системы Cr-Te
К оглавлению: Другие диаграммы (Others phase diargams)
Cr-Te (Chromium-Tellurium)
M. Venkatraman and J.P. Neumann
The assessed Cr-Te phase diagram is taken from [83Ips], who investigated the
system in the composition range 30 to 100 at.% Te. Five intermediate phases
with a NiAs-type crystal structure occur in this system: hexagonal Cr1-xTe,
monoclinic Cr3Te4, monoclinic Cr5Te8-I, hexa-gonal Cr2Te3, and hexagonal
Cr3Te8-II.
No data are available in the composition range 0 to 30 at.% Te. The eutectic
shown at the Cr-rich end of the assessed diagram is only speculative. By
analogy with the Cr-S and Cr-Se systems, the uppermost invariant temperature
is the monotectic equilibrium temperature as suggested by [83Ips]. The
invariant temperature at 1181 C was attributed to a eutectic between Cr and
Cr1-xTe by [83Ips].
The region between 50 and 62 at.% Te is characterized by the occurrence of
several intermediate phases. It has been found that stoichiometric CrTe does
not exist. However, with less Cr, metal vacancies are formed and several
superstructures derivable from the NiAs-type crystal structure appear.
Some confusion exists in the literature regarding the formulas of these phases,
because different authors have designated the same phase by different
formulas. In the present evaluation, the formulas given by [83Ips] for the
intermediate phases are adopted.
The homogeneity of Cr1-xTe is 52.5 to 53.4 at.% Te [83Ips]. [83Ips] suggested
that this phase decomposes below 800 C. This phase was synthesized by
explosive shock method by [68Bat].
The existence of an intermediate phase with a monoclinic crystal structure in
the composition region 53.3 to ~59 at.% Te between 700 to 1200 C has been
observed by several investigators, but it was variously designated as Cr7Te8
and Cr5Te6. [83Ips] observed that the lattice parameters of this phase changed
continuously as a function of composition between 53.5 and 59.2 at.% Te, and
for this reason, they designated the entire composition region as a single
phase, denoted by Cr3Te4 (HT).
Cr3Te4 (HT) melts congruently at about 1283 C and 55 at.% Te [83Ips]. The
original experimental data [83Ips] showed a gap between the liquidus and the
solidus maximum of Cr3Te4 (HT). In the assessed diagram, it is shown so that
the solidus and the liquidus meet at a congruent maximum. The separation
between the solidus and liquidus may be due to impurity (ternary) effects, as
suggested by [83Ips]. Cr3Te4 (HT) undergoes a solid state transformation at
635 C to Cr3Te4 (LT) [83Ips].
Cr3Te4 (HT) decomposes eutectoidally at 574 C [83Ips]. Some investigators [
69Has, 75Leg] observed an anomaly in the magnetic susceptibility vs
composition curves at 53.3 at.% Te (Cr7Te8) around 477 C [69Has] and between
400 to 1000 C [75Leg]. They attributed this to a crystallographic
transformation of Cr7Te8. However, according to the phase diagram, this
temperature probably corresponds to the eutectoidal decomposition of Cr3Te4 (
HT).
Cr5Te8-I has a monoclinic crystal structure. It is separated from Cr3Te4 (LT)
by a narrow two-phase field of ~59.2 to 59.6 at.% Te. The phase has a
homogeneity of 59.6 to ~60.4 at.% Te. Further work is needed to define the
exact location of the phase boundaries.
Cr2Te3 is stable between 59.5 to 60.0 at.% Te [83Ips]. It decomposes
peritectoidally to Cr3Te4 (LT) and Cr5Te8-I at 455 C. The hexagonal
modification of Cr5Te8 has been reported to exist. At the stoichiometric
composition (61.5 at.% Te), the monoclinic modification is stable at low
temperatures [83Ips]. Quenching from about 800 C yields the hexagonal
modification. At low temperatures, they observed that this phase occurs at
slightly higher Te content (~62 at.% Te).
CrTe3 is formed peritectically at 480 C by means of the reaction L + Cr5Te8-
II = CrTe3, and it forms a eutectic with (Te) at 445 C. In the composition
range between 64.1 to 74 at.% Te, [83Ips] observed a thermal arrest at 461 C
in addition to those at 480 and 445 C. They suggested that this could be due
to a peritectoid decomposition of a new phase, but because of slow kinetics,
its existence has not been established.
All the intermediate phases that occur in the Cr-Te system are ferromagnetic
below 300 K. The Curie temperature remains almost constant at ~343 to 353 K in
the composition range 50 to 58 at.% Te, but drops to about -193 to -183 K at
60 at.% Te [37Har, 70And]. The Curie temperature of Cr1-xTe was reported in
the range ~340 to 360 K by numerous investigators. [56Tsu] reported a value of
about ~308 K.
The Curie temperature of Cr3Te4 was reported as 325 K [70And], 329 K [64Ber],
and 326 K [72Oza]. The N‚el temperature has been reported as 80 K [64Ber] and
85 K [70And]. The discrepancy may be due to slight differences in composition.
Below this temperature, the phase is antiferromagnetically ordered. Nearly the
same values have been reported for the Curie temperature of samples at
compositions 53.3 at.% Te (Cr7Te8) by [69Has] and [71Oza] and at 54.5 at.% Te (
Cr5Te6) by [70And]. According to the assessed phase diagram, no intermediate
phases occur at these compositions at low temperatures. It is probable that
their data correspond to the metastable Cr3Te4 (HT) phase or to the two-phase (
Cr) + Cr3Te4 (LT) mixture.
According to [70And], even though Cr5Te6 and Cr3Te4 have the same crystal
structure, their magnetic moments are differently aligned in each case;
whereas the ferromagnetic component is pointing along the a axis in both
phases, the antiferromagnetic component is pointing along the b axis in Cr5Te6
and close to the (b + c) axis in Cr3Te4.
The Curie temperature of Cr2Te3 is 197 с 3 K [71Has]. The effect of pressure
on the Curie temperatures of Cr1-xTe [73Sha] and Cr3Te4 [75Leg] has been
studied as a function of pressure up to in the range 5 to 50 kbar. The Curie
temperature decreased linearly with increasing pressure at the rate of ~5 to 6
C per kbar (up to 25 kbar) for Cr1-xTe and ~6 C per kbar (up to 5 kbar) for
Cr3Te4.
27Oft: I. Oftedal, Z. Phys. Chem., 128, 135-153 (1927) in German.
37Har: H. Haraldsen and A. Neuber, Z. Anorg. Allg. Chem., 234, 353-371 (1937)
in German.
56Tsu: I. Tsubokawa, J. Phys. Soc. Jpn., 11(6), 662-665 (1956).
57Lot: F.K. Lotgering and E.W. Gorter, J. Phys. Chem. Solids, 3, 238-249 (1957)
.
60Hir: T. Hirone and S. Chiba, J. Phys. Soc. Jpn., 15(11), 1991-1994 (1960).
63And: A.F. Anderson, Acta Chem. Scand., 17, 1335-1342 (1963).
63Che: M. Chevreton, E.F. Bertaut, and F. Jellinek, Acta Crystallogr., 16, 431
(1963) in French.
64Ber: F. Bertaut, G. Roult, R. Aleonard, R. Pauthenet, M. Cheureton, and R.
Jansen, J. Phys. (Paris), 25, 582-595 (1964) in French.
64Gro: F. Gronvold and E. Westrum, Z. Anorg. Allg. Chem., 328, 272-282 (1964).
67Ido: H. Ido, T. Kaneko, and K. Kamigaki, J. Phys. Soc. Jpn., 22(6), 1418-
1420 (1967).
68Bat: S.S. Batsanov and E.S. Zolotova, Dokl. Akad. Nauk SSSR, 180(1), 93-94 (
1968) in Russian; TR: Dokl. Chem., 180, 383-384 (1968).
69Has: T. Hashimoto and M. Yamaguchi, J. Phys. Soc. Jpn., 27(5), 1121-1126 (
1969).
69Nag: H. Nagasaki, I. Wakabayashi, and S. Minomura, J. Phys. Chem. Solids, 30,
2405-2408 (1969).
70And: A.F. Anderson, Acta Chem. Scand., 24, 3495-3509 (1970).
71Has: T. Hashimoto, K. Hoya, M. Yamaguchi, and I. Ichitsubo, J. Phys. Soc.
Jpn., 31(3), 679-682 (1971).
71Oza: K. Ozawa, T. Yoshimi, and S. Yanagisawa, Phys. Status Solidi (b), 44,
681-686 (1971).
72Oza: K. Ozawa, T. Toshimi, M. Irie, and S. Yanagisawa, Phys. Status Solidi (
a), 11(2), 581-588 (1972).
73Gro: F. Gronvold, J. Chem. Thermodyn., 5, 545-551 (1973).
73Sha: V.A. Shanditsev, L.F. Vereshchagin, E.N. Yakovlev, N.P. Graz-hdankina,
and T.I. Alaeva, Fiz. Tverd. Tela, 15(1), 212-215 (1973) in Russian; TR: Sov.
Phys.-Solid State., 15(1), 146-148 (1973).
73Zav: E.A. Zavadskii and B.Ya. Sinelnikov, Fiz.-Tekh. Inst., (Donetsk), 18(3),
662-663 (1973) in Ukrainian.
74Zav: E.A. Zavadskii and B.Ya. Sinelnikov, Fiz. Tverd. Tela (Kharkov), 4, 18-
21 (1974) in Russian.
75Leg: J.M. Leger and J.P. Bastide, Phys. Status Solidi (a), 29, 107-113 (1975)
.
83Kle: K.O. Klepp and H. Ipser, Angew. Chem. Suppl., 2004-2009 (1982) in
German.
83Ips: H. Ipser, K.L. Komarek, and K.O. Klepp, J. Less-Common Met., 92(2), 265-
282 (1983).
Submitted to the APD Program. Complete evaluation contains 2 figures, 5 tables,
and 44 references.
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