Gd system

15 accepted literature values from 6 paper(s) (experimental 6, model 6, unspecified 3); 0 calculated phase diagram(s).

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Accepted values by evidence class
Evidence classValues
experimental6
model6
unspecified3
Accepted values by property group
Property groupValues
invariant reaction2
phase transition7
crystal structure6

Invariant reactions (literature)

Invariant reactions reported in the literature for the Gd system (2)
T (K)Reaction / phasesCompositions (mole fraction)ClassSourceLocationQuote
1508.15polymorphic: βGd ↔ αGdαGd: Gd 1model[1] Wang 2009Table 3, p. 4, row 5
report
1508.15polymorphic: βGd ↔ αGdαGd: Gd 1experimental[1] Wang 2009
cites Gschneidner 1985 doi
Table 3, p. 4, row 4
report

Other properties

Phase transition (7)

Phase transition, Gd system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Phase transition1508 K1508polymorphic: Gd
alloy: Gd 1
model[2] Norgren 2000
cites Saunders 1998
Table 1, p. 4, row 12
report
Phase transition1508 K1508βGd -> αGd
βGd:
model[3] Cui 2013Table 1, p. 2, row 6
report
Phase transition1508 K1508βGd -> αGd
βGd:
experimental[3] Cui 2013
cites Niessen 1983 doi
Table 1, p. 2, row 4
report
Phase transition1508.15 K1508.15polymorphic: (βGd) <=> (αGd)
(βGd): Gd 1
model[4] Boukideur 2020Table 3, p. 4, row 30
report
Phase transition1508.15 K1508.15polymorphic: (βGd) <=> (αGd)
(βGd): Gd 1
experimental[4] Boukideur 2020
cites Palenzona 1990 doi
Table 3, p. 4, row 31
report
Phase transition1535 K1535polymorphic: Gd
alloy: Gd 1
model[2] Norgren 2000
cites Dinsdale 1991 doi
Table 1, p. 4, row 11
report
Phase transition1536 K1536polymorphic: Gd
alloy: Gd 1
model[2] Norgren 2000
cites Huasen 1995
Table 1, p. 4, row 13
report

Crystal structure (6)

Crystal structure, Gd system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Lattice a4.05 Å297.15(βGd)
(βGd): Gd 1
unspecified[5] Alcock 1986
cites ref. 86Gsc2
Table 1, p. 3, row 2
report
Lattice a3.6336 Å298.15(αGd)
(αGd): Gd 1
unspecified[5] Alcock 1986
cites ref. 86Gsc2
Table 1, p. 3, row 1
report
Lattice a4.05 Å298.15bcc(Gd)
alloy: Gd 1
experimental[6] Cui 2023
cites Miller 1964
Table 1, p. 2, row 1
report
Lattice a6.36 Å298.15hcp(Gd)
alloy: Gd 1
experimental[6] Cui 2023
cites Wakabayashi 1968 doi
Table 1, p. 2, row 2
report
Lattice c5.781 Å298.15(αGd)
(αGd): Gd 1
unspecified[5] Alcock 1986
cites ref. 86Gsc2
Table 1, p. 3, row 1
report
Lattice c5.78 Å298.15hcp(Gd)
alloy: Gd 1
experimental[6] Cui 2023
cites Wakabayashi 1968 doi
Table 1, p. 2, row 2
report

Sources

Reporting papers the values were read from (a value cited from another work names that work in its row).

  1. S.L. Wang, C.P. Wang, X.J. Liu, K. Ishida, Thermodynamic assessments of the Ag–Gd and Ag–Nd systems, Journal of Alloys and Compounds 476, 245-252 (2009). doi:10.1016/j.jallcom.2008.09.129
  2. Susanne Norgren, Thermodynamic assessment of the Ho-Tb, Ho-Dy, Ho-Er, Er-Tb, and Er-Dy systems, JPE 21, 148-156 (2000). doi:10.1361/105497100770340200
  3. Jiaxin Cui, Cuiping Guo, Changrong Li, Zhenmin Du, Thermodynamic optimization of the Gd–Pb system using random solution and associate models, Calphad 42, 1-5 (2013). doi:10.1016/j.calphad.2013.06.002
  4. M. AiT Boukideur, N. Selhaoui, F.Z. chrifi Alaoui, A. Iddaoudi, K. Achgar, Thermodynamic modeling of the Ga-Gd binary system, Materials Today: Proceedings 24, 71-75 (2020). doi:10.1016/j.matpr.2019.07.598
  5. C. B. Alcock, V. P. Itkin, The Ba−Ca (Barium-Calcium) system, Bulletin of Alloy Phase Diagrams 7, 338-340 (1986). doi:10.1007/bf02873004
  6. Dongyu Cui, Jiong Wang, Jiaqiang Zhou, Thermodynamic Modeling of the Te-X (X = Gd, Dy, Ho) Binary Systems Combined with the First-Principles Method, J. Phase Equilib. Diffus. 44, 456-467 (2023). doi:10.1007/s11669-023-01051-1