Fe–Y phases
10 phases (tier A 5, tier C 1, liquid 1, needs_review 3); 10 stable in a calculated diagram. Structure types are assigned only when the stored evidence supports an assignment under the stated tier rules (tier A: standard phase name; tier B: unique Materials Project + OQMD on-hull match, DFT-supported; tier C: one structure stated by the assessment's crystallographic table, assessor-stated); other phases list candidates and are marked needs_review. Stability is from phase diagrams calculated with pycalphad from the SGTE binary collection (evidence class: model).
Data: interactive registry · full JSON · Fe–Y system page · Markdown · field reference
| Phase | Structure | Basis | Stability (calculated) | Literature values | TDB models |
|---|---|---|---|---|---|
| BCC_A2 phase:fe-y:bcc-a2 | W · A2 · cI2 · Im-3m (229) | tier A: standard phase name | stable in 5 of 5 calculated diagram(s): 300–2500 K, x(Y) 0–1 | 57 | 5 |
| FCC_A1 phase:fe-y:fcc-a1 | Cu · A1 · cF4 · Fm-3m (225) | tier A: standard phase name | stable in 5 of 5 calculated diagram(s): 1169.86–1672.05 K, x(Y) 0–0.00104 | 56 | 5 |
| FE17Y2 phase:fe-y:fe17y2 | needs_review | stable in 4 of 4 calculated diagram(s): 300–2500 K, x(Y) 0.10526–0.10526 | 136 | 4 | |
| FE17Y2_HT phase:fe-y:fe17y2-ht | needs_review | stable in 1 of 1 calculated diagram(s): 1138.93–1674.71 K, x(Y) 0.10526–0.10526 | 17 | 1 | |
| FE17Y2_LT phase:fe-y:fe17y2-lt | needs_review | stable in 1 of 1 calculated diagram(s): 300–1138.93 K, x(Y) 0.10526–0.10526 | 2 | 1 | |
| FE23Y6_D8A phase:fe-y:fe23y6-d8a | Mn23Th6 · D8_a · cF116 · Fm-3m (225) | tier A: standard phase name | stable in 5 of 5 calculated diagram(s): 300–1622.45 K, x(Y) 0.19064–0.21318 | 91 | 5 |
| FE2Y_C15 phase:fe-y:fe2y-c15 | Cu2Mg · C15 · cF24 · Fd-3m (227) | tier A: standard phase name | stable in 5 of 5 calculated diagram(s): 300–1420.94 K, x(Y) 0.31034–0.33732 | 62 | 5 |
| FE3Y phase:fe-y:fe3y | Ni3Pu · hR12 · R-3m (166) | tier C: assessor-stated (Hallstedt 2025 crystallographic table) | stable in 5 of 5 calculated diagram(s): 300–1624.4 K, x(Y) 0.25–0.25 | 117 | 5 |
| HCP_A3 phase:fe-y:hcp-a3 | Mg · A3 · hP2 · P6_3/mmc (194) | tier A: standard phase name | stable in 5 of 5 calculated diagram(s): 300–1786.15 K, x(Y) 0.98584–1 | 29 | 5 |
| LIQUID phase:fe-y:liquid | liquid | liquid | stable in 5 of 5 calculated diagram(s): 1119.28–2500 K, x(Y) 0–1 | 207 | 5 |
BCC_A2 (Fe–Y)
- Id:
phase:fe-y:bcc-a2; statusassigned - Structure: W · A2 · cI2 · Im-3m (229); type
st:a2-w-ci2; tier A: standard phase name; confidence high - Stability: stable in 5 of 5 calculated diagram(s): 300–2500 K, x(Y) 0–1
- Literature: 57 values (57 accepted) from 4 papers
- Interactive: phase registry entry
Names (18): corpus: corpus:phase:fe-y:bcc-a2
paper: paper:10.1007/s11669-017-0574-3:α Fe, paper:10.1007/s11669-017-0574-3:β Y, paper:10.1007/s11669-017-0574-3:δ Fe, paper:10.1007/s11669-021-00887-9:αFe, paper:10.1007/s11669-021-00887-9:βY, paper:10.1007/s11669-021-00887-9:δFe, paper:10.1016/j.jallcom.2013.07.010:α Fe, paper:10.1016/j.jallcom.2013.07.010:βY, paper:10.1016/j.jallcom.2013.07.010:δ Fe, paper:10.1016/j.jallcom.2013.07.010:δFe, paper:10.20517/jmi.2023.08:bcc(α-Fe), paper:10.20517/jmi.2023.08:bcc(δ-Fe)
tdb: tdb:FeY-14Kar.tdb:BCC_A2, tdb:FeY-17Sae.tdb:BCC_A2, tdb:FeY-21Fan.tdb:BCC_A2, tdb:FeY-23Ye.tdb:BCC_A2, tdb:FeY-97Du.tdb:BCC_A2
TDB models of BCC_A2 (5): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: BCC_A2, type code %B, sha256 0e4a9e2361dc9c98…
45: PHASE BCC_A2 %B 2 1 3 ! 46: CONST BCC_A2 : FE Y : VA : !
FeY-17Sae.tdb: BCC_A2, type code %B, sha256 d5fb4919023990bf…
33: PHASE BCC_A2 %B 2 1 3 ! 34: CONST BCC_A2 : FE Y : VA : !
FeY-21Fan.tdb: BCC_A2, type code %B, sha256 d085f7eb5ccf15a0…
32: PHASE BCC_A2 %B 2 1 3 ! 33: CONST BCC_A2 : FE Y : VA : !
FeY-23Ye.tdb: BCC_A2, type code %B, sha256 88f70e0778e85ffb…
39: PHASE BCC_A2 %B 2 1 3 ! 40: CONST BCC_A2 : FE Y : VA : !
FeY-97Du.tdb: BCC_A2, type code %B, sha256 6ffcbf8e63537db7…
41: PHASE BCC_A2 %B 2 1 3 ! 42: CONST BCC_A2 : FE Y : VA : !
Example references (6 of 6; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.20517/jmi.2023.08 Hongjian Ye, Maohua Rong, Qing Chen, Qingrong Yao, Jiang Wang, Guanghui Rao et al., Assessment of phase equilibria and thermodynamic properties in the Fe-RE (RE = rare earth metals) binary systems, J Mater Inf 3 (2023).
reports values for this phase - doi:10.1016/0364-5916(91)90030-n A.T. Dinsdale, SGTE data for pure elements, Calphad 15, 317-425 (1991).
cited as the source of values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase
FCC_A1 (Fe–Y)
- Id:
phase:fe-y:fcc-a1; statusassigned - Structure: Cu · A1 · cF4 · Fm-3m (225); type
st:a1-cu-cf4; tier A: standard phase name; confidence high - Stability: stable in 5 of 5 calculated diagram(s): 1169.86–1672.05 K, x(Y) 0–0.00104
- Literature: 56 values (56 accepted) from 4 papers
- Interactive: phase registry entry
Names (11): corpus: corpus:phase:fe-y:fcc-a1
paper: paper:10.1007/s11669-017-0574-3:γ Fe, paper:10.1007/s11669-021-00887-9:γFe, paper:10.1016/j.jallcom.2013.07.010:γ Fe, paper:10.1016/j.jallcom.2013.07.010:γFe, paper:10.20517/jmi.2023.08:fcc(γ-Fe)
tdb: tdb:FeY-14Kar.tdb:FCC_A1, tdb:FeY-17Sae.tdb:FCC_A1, tdb:FeY-21Fan.tdb:FCC_A1, tdb:FeY-23Ye.tdb:FCC_A1, tdb:FeY-97Du.tdb:FCC_A1
TDB models of FCC_A1 (5): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: FCC_A1, type code %A, sha256 0e4a9e2361dc9c98…
40: PHASE FCC_A1 %A 2 1 1 ! 41: CONST FCC_A1 : FE% Y : VA : !
FeY-17Sae.tdb: FCC_A1, type code %A, sha256 d5fb4919023990bf…
28: PHASE FCC_A1 %A 2 1 1 ! 29: CONST FCC_A1 : FE% Y : VA : !
FeY-21Fan.tdb: FCC_A1, type code %A, sha256 d085f7eb5ccf15a0…
27: PHASE FCC_A1 %A 2 1 1 ! 28: CONST FCC_A1 : FE% Y : VA : !
FeY-23Ye.tdb: FCC_A1, type code %A, sha256 88f70e0778e85ffb…
34: PHASE FCC_A1 %A 2 1 1 ! 35: CONST FCC_A1 : FE% Y : VA : !
FeY-97Du.tdb: FCC_A1, type code %A, sha256 6ffcbf8e63537db7…
36: PHASE FCC_A1 %A 2 1 1 ! 37: CONST FCC_A1 : FE% Y : VA : !
Example references (6 of 6; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.20517/jmi.2023.08 Hongjian Ye, Maohua Rong, Qing Chen, Qingrong Yao, Jiang Wang, Guanghui Rao et al., Assessment of phase equilibria and thermodynamic properties in the Fe-RE (RE = rare earth metals) binary systems, J Mater Inf 3 (2023).
reports values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase - doi:10.1016/0364-5916(91)90030-n A.T. Dinsdale, SGTE data for pure elements, Calphad 15, 317-425 (1991).
cited as the source of values for this phase
FE17Y2 (Fe–Y)
- Id:
phase:fe-y:fe17y2; statusneeds_review - No structure assigned. Why: no_structure_token; polymorph_family:other phases of this system have the same composition; sgte_mmc2_rows_disagree
- Candidate (literature_printed): Ni17Th2 · hP38 — printed with a label mapped to this phase
- Candidate (sgte_mmc2): Ni17Th2 · hP38 · P6_3/mmc (194) — Hallstedt 2025 mmc2 row for FE17Y2: Fe17Y2 (high T), see also Th2Zn17
- Candidate (sgte_mmc2): Th2Zn17 · hR19 · R-3m (166) — Hallstedt 2025 mmc2 row for FE17Y2: Fe17Y2 (low T), see also Ni17Th2
- Candidate (tdb_comment): Ni17Th2 · hP38 · P6_3/mmc — FeY-17Sae.tdb: 'Prototype Ni17Th2 (hP38, P6_3/mmc), high T'
- Candidate (tdb_comment): Th2Zn17 · hR19 · R-3m — FeY-17Sae.tdb: 'Prototype Th2Zn17 (hR19, R-3m), low T'
- Candidate (tdb_comment): Ni17Th2 · hP38 · P6_3/mmc — FeY-21Fan.tdb: 'Prototype Ni17Th2 (hP38, P6_3/mmc), high T'
- Candidate (tdb_comment): Th2Zn17 · hR19 · R-3m — FeY-21Fan.tdb: 'Prototype Th2Zn17 (hR19, R-3m), low T'
- Candidate (tdb_comment): Ni17Th2 · hP38 · P6_3/mmc — FeY-23Ye.tdb: 'Prototype Ni17Th2 (hP38, P6_3/mmc), high T'
- Stoichiometry: Fe 0.8947, Y 0.1053
- Stability: stable in 4 of 4 calculated diagram(s): 300–2500 K, x(Y) 0.10526–0.10526
- Literature: 136 values (132 accepted) from 4 papers
- Interactive: phase registry entry
Names (9): corpus: corpus:phase:fe-y:fe17y2
paper: paper:10.1007/s11669-017-0574-3:Fe17Y2, paper:10.1007/s11669-021-00887-9:Fe17Y2, paper:10.1016/j.jallcom.2013.07.010:Fe17Y2, paper:10.20517/jmi.2023.08:Fe17Y2
tdb: tdb:FeY-17Sae.tdb:FE17Y2, tdb:FeY-21Fan.tdb:FE17Y2, tdb:FeY-23Ye.tdb:FE17Y2, tdb:FeY-97Du.tdb:FE17Y2
TDB models of FE17Y2 (4): PHASE and CONSTITUENT statements as written
FeY-17Sae.tdb: FE17Y2, type code %A, sha256 d5fb4919023990bf…
44: PHASE FE17Y2 %A 2 17 2 ! 45: CONST FE17Y2 : FE : Y : !
FeY-21Fan.tdb: FE17Y2, type code %A, sha256 d085f7eb5ccf15a0…
43: PHASE FE17Y2 %A 2 17 2 ! 44: CONST FE17Y2 : FE : Y : !
FeY-23Ye.tdb: FE17Y2, type code %A, sha256 88f70e0778e85ffb…
50: PHASE FE17Y2 %A 2 17 2 ! 51: CONST FE17Y2 : FE : Y : !
FeY-97Du.tdb: FE17Y2, type code %A, sha256 6ffcbf8e63537db7…
52: PHASE FE17Y2 %A 2 17 2 ! 53: CONST FE17Y2 : FE : Y : !
Example references (10 of 12; assessments first):
- doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
cited as the source of values for this phase; reports values for this phase - doi:10.20517/jmi.2023.08 Hongjian Ye, Maohua Rong, Qing Chen, Qingrong Yao, Jiang Wang, Guanghui Rao et al., Assessment of phase equilibria and thermodynamic properties in the Fe-RE (RE = rare earth metals) binary systems, J Mater Inf 3 (2023).
reports values for this phase - doi:10.1016/0364-5916(84)90033-6 P.R. Subramanian, J.F. Smith, Thermodynamics of Formation of Y-Fe Alloys. Calphad 8(4), 295–305 (1984)
cited as the source of values for this phase - doi:10.1021/je7003353 D. Gozzi, M. Iervolino, A. Latini, Thermodynamics of Fe-Rich Intermetallics along the Rare Earth Series, J. Chem. Eng. Data 52, 2350-2358 (2007).
cited as the source of values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase - doi:10.1103/physrevb.70.144107 M. Mihalkovič, M. Widom, <i>Ab initio</i>calculations of cohesive energies of<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" display="inline"><mml:mrow><mml:mi mathvariant="normal">Fe</mml:mi></mml:mrow></mml:math>-based glass-forming alloys, Phys. Rev. B 70 (2004).
cited as the source of values for this phase - doi:10.1016/0364-5916(91)90030-n A.T. Dinsdale, SGTE data for pure elements, Calphad 15, 317-425 (1991).
cited as the source of values for this phase - doi:10.1038/npjcompumats.2015.10 Scott Kirklin, James E Saal, Bryce Meredig, Alex Thompson, Jeff W Doak, Muratahan Aykol et al., The Open Quantum Materials Database (OQMD): assessing the accuracy of DFT formation energies, npj Comput Mater 1 (2015).
cited as the source of values for this phase
FE17Y2_HT (Fe–Y)
- Id:
phase:fe-y:fe17y2-ht; statusneeds_review - No structure assigned. Why: no_structure_token; polymorph_family:other phases of this system have the same composition
- Candidate (tdb_comment): Ni17Th2 · hP38 · P6_3/mmc — FeY-14Kar.tdb: 'Prototype Ni17Th2 (hP38, P6_3/mmc), high T'
- Stoichiometry: Fe 0.8947, Y 0.1053
- Stability: stable in 1 of 1 calculated diagram(s): 1138.93–1674.71 K, x(Y) 0.10526–0.10526
- Literature: 17 values (17 accepted) from 1 papers
- Interactive: phase registry entry
Names (4): corpus: corpus:phase:fe-y:fe17y2-ht
paper: paper:10.1016/j.jallcom.2013.07.010:Fe17Y2, paper:10.1016/j.jallcom.2013.07.010:Fe17Y2_HT
tdb: tdb:FeY-14Kar.tdb:FE17Y2_HT
TDB models of FE17Y2_HT (1): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: FE17Y2_HT, type code %, sha256 0e4a9e2361dc9c98…
60: PHASE FE17Y2_HT % 2 17 2 ! 61: CONST FE17Y2_HT : FE : Y : !
Example references (1 of 1; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; reports values for this phase
FE17Y2_LT (Fe–Y)
- Id:
phase:fe-y:fe17y2-lt; statusneeds_review - No structure assigned. Why: no_structure_token; polymorph_family:other phases of this system have the same composition
- Candidate (tdb_comment): Th2Zn17 · hR19 · R-3m — FeY-14Kar.tdb: 'Prototype Th2Zn17 (hR19, R-3m), low T'
- Stoichiometry: Fe 0.8947, Y 0.1053
- Stability: stable in 1 of 1 calculated diagram(s): 300–1138.93 K, x(Y) 0.10526–0.10526
- Literature: 2 values (2 accepted) from 1 papers
- Interactive: phase registry entry
Names (3): corpus: corpus:phase:fe-y:fe17y2-lt
paper: paper:10.1016/j.jallcom.2013.07.010:Fe17Y2_LT
tdb: tdb:FeY-14Kar.tdb:FE17Y2_LT
TDB models of FE17Y2_LT (1): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: FE17Y2_LT, type code %A, sha256 0e4a9e2361dc9c98…
55: PHASE FE17Y2_LT %A 2 17 2 ! 56: CONST FE17Y2_LT : FE : Y : !
Example references (1 of 1; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; reports values for this phase
FE23Y6_D8A (Fe–Y)
- Id:
phase:fe-y:fe23y6-d8a; statusassigned - Structure: Mn23Th6 · D8_a · cF116 · Fm-3m (225); type
st:d8-a-mn23th6-cf116; tier A: standard phase name; confidence high - Caveat: partitioned order/disorder model in FeY-14Kar.tdb also describes the disordered state
- Caveat: partitioned order/disorder model in FeY-17Sae.tdb also describes the disordered state
- Stability: stable in 5 of 5 calculated diagram(s): 300–1622.45 K, x(Y) 0.19064–0.21318
- Literature: 91 values (91 accepted) from 4 papers
- Interactive: phase registry entry
Names (10): corpus: corpus:phase:fe-y:fe23y6-d8a
paper: paper:10.1007/s11669-017-0574-3:Fe23Y6, paper:10.1007/s11669-021-00887-9:Fe23Y6, paper:10.1016/j.jallcom.2013.07.010:Fe23Y6, paper:10.20517/jmi.2023.08:Fe23Y6
tdb: tdb:FeY-14Kar.tdb:FE23Y6_D8A, tdb:FeY-17Sae.tdb:FE23Y6_D8A, tdb:FeY-21Fan.tdb:FE23Y6_D8A, tdb:FeY-23Ye.tdb:FE23Y6_D8A, tdb:FeY-97Du.tdb:FE23Y6_D8A
TDB models of FE23Y6_D8A (5): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: FE23Y6_D8A, type code %A, sha256 0e4a9e2361dc9c98…
65: PHASE FE23Y6_D8A %A 2 23 6 ! 66: CONST FE23Y6_D8A : FE% Y : FE Y% : !
FeY-17Sae.tdb: FE23Y6_D8A, type code %A, sha256 d5fb4919023990bf…
49: PHASE FE23Y6_D8A %A 2 23 6 ! 50: CONST FE23Y6_D8A : FE% Y : FE Y% : !
FeY-21Fan.tdb: FE23Y6_D8A, type code %A, sha256 d085f7eb5ccf15a0…
48: PHASE FE23Y6_D8A %A 2 23 6 ! 49: CONST FE23Y6_D8A : FE : Y : !
FeY-23Ye.tdb: FE23Y6_D8A, type code %A, sha256 88f70e0778e85ffb…
55: PHASE FE23Y6_D8A %A 2 23 6 ! 56: CONST FE23Y6_D8A : FE : Y : !
FeY-97Du.tdb: FE23Y6_D8A, type code %A, sha256 6ffcbf8e63537db7…
57: PHASE FE23Y6_D8A %A 2 23 6 ! 58: CONST FE23Y6_D8A : FE : Y : !
Example references (10 of 10; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.20517/jmi.2023.08 Hongjian Ye, Maohua Rong, Qing Chen, Qingrong Yao, Jiang Wang, Guanghui Rao et al., Assessment of phase equilibria and thermodynamic properties in the Fe-RE (RE = rare earth metals) binary systems, J Mater Inf 3 (2023).
reports values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase - doi:10.1016/0364-5916(84)90033-6 P.R. Subramanian, J.F. Smith, Thermodynamics of Formation of Y-Fe Alloys. Calphad 8(4), 295–305 (1984)
cited as the source of values for this phase - doi:10.1038/npjcompumats.2015.10 Scott Kirklin, James E Saal, Bryce Meredig, Alex Thompson, Jeff W Doak, Muratahan Aykol et al., The Open Quantum Materials Database (OQMD): assessing the accuracy of DFT formation energies, npj Comput Mater 1 (2015).
cited as the source of values for this phase - doi:10.1063/1.4812323 Anubhav Jain, Shyue Ping Ong, Geoffroy Hautier, Wei Chen, William Davidson Richards, Stephen Dacek et al., Commentary: The Materials Project: A materials genome approach to accelerating materials innovation, APL Materials 1 (2013).
cited as the source of values for this phase - doi:10.1088/0305-4608/15/7/010 J Inoue, M Shimizu, Electronic structure and magnetic properties of Y-Co, Y-Fe and Y-Mn intermetallic compounds, J. Phys. F: Met. Phys. 15, 1511-1524 (1985).
cited as the source of values for this phase - doi:10.1103/physrevb.70.144107 M. Mihalkovič, M. Widom, <i>Ab initio</i>calculations of cohesive energies of<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" display="inline"><mml:mrow><mml:mi mathvariant="normal">Fe</mml:mi></mml:mrow></mml:math>-based glass-forming alloys, Phys. Rev. B 70 (2004).
cited as the source of values for this phase
FE2Y_C15 (Fe–Y)
- Id:
phase:fe-y:fe2y-c15; statusassigned - Structure: Cu2Mg · C15 · cF24 · Fd-3m (227); type
st:c15-cu2mg-cf24; tier A: standard phase name; confidence high - Caveat: partitioned order/disorder model in FeY-17Sae.tdb also describes the disordered state
- Stability: stable in 5 of 5 calculated diagram(s): 300–1420.94 K, x(Y) 0.31034–0.33732
- Literature: 62 values (62 accepted) from 4 papers
- Interactive: phase registry entry
Names (10): corpus: corpus:phase:fe-y:fe2y-c15
paper: paper:10.1007/s11669-017-0574-3:Fe2Y, paper:10.1007/s11669-021-00887-9:Fe2Y, paper:10.1016/j.jallcom.2013.07.010:Fe2Y, paper:10.20517/jmi.2023.08:Fe2Y
tdb: tdb:FeY-14Kar.tdb:FE2Y_C15, tdb:FeY-17Sae.tdb:FE2Y_C15, tdb:FeY-21Fan.tdb:FE2Y_C15, tdb:FeY-23Ye.tdb:FE2Y_C15, tdb:FeY-97Du.tdb:FE2Y_C15
TDB models of FE2Y_C15 (5): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: FE2Y_C15, type code %A, sha256 0e4a9e2361dc9c98…
75: PHASE FE2Y_C15 %A 2 2 1 ! 76: CONST FE2Y_C15 : FE : FE Y% : !
FeY-17Sae.tdb: FE2Y_C15, type code %A, sha256 d5fb4919023990bf…
59: PHASE FE2Y_C15 %A 2 2 1 ! 60: CONST FE2Y_C15 : FE% Y : FE Y% : !
FeY-21Fan.tdb: FE2Y_C15, type code %A, sha256 d085f7eb5ccf15a0…
58: PHASE FE2Y_C15 %A 2 2 1 ! 59: CONST FE2Y_C15 : FE : Y : !
FeY-23Ye.tdb: FE2Y_C15, type code %A, sha256 88f70e0778e85ffb…
65: PHASE FE2Y_C15 %A 2 2 1 ! 66: CONST FE2Y_C15 : FE : Y : !
FeY-97Du.tdb: FE2Y_C15, type code %A, sha256 6ffcbf8e63537db7…
67: PHASE FE2Y_C15 %A 2 2 1 ! 68: CONST FE2Y_C15 : FE : Y : !
Example references (10 of 12; assessments first):
- doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.20517/jmi.2023.08 Hongjian Ye, Maohua Rong, Qing Chen, Qingrong Yao, Jiang Wang, Guanghui Rao et al., Assessment of phase equilibria and thermodynamic properties in the Fe-RE (RE = rare earth metals) binary systems, J Mater Inf 3 (2023).
reports values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase - doi:10.1016/0364-5916(84)90033-6 P.R. Subramanian, J.F. Smith, Thermodynamics of Formation of Y-Fe Alloys. Calphad 8(4), 295–305 (1984)
cited as the source of values for this phase - doi:10.1016/0022-5088(83)90138-8 G.K. Shenoy, B. Schuttler, P.J. Viccaro, D. Niarchos, Magnetic properties of intermetallic hydrides, Journal of the Less Common Metals 94, 37-44 (1983).
cited as the source of values for this phase - doi:10.1016/0038-1098(76)91181-9 K.H.J. Buschow, Hydrogen absorption and its effect on the magnetic properties of rare-earth iron intermetallics, Solid State Communications 19, 421-423 (1976).
cited as the source of values for this phase - doi:10.1016/j.jmmm.2015.12.026 Wenxu Zhang, Wanli Zhang, Collapse of the magnetic moment under pressure of AFe2 (A=Y, Zr, Lu and Hf) in the cubic Laves phase, Journal of Magnetism and Magnetic Materials 404, 83-90 (2016).
cited as the source of values for this phase - doi:10.1038/npjcompumats.2015.10 Scott Kirklin, James E Saal, Bryce Meredig, Alex Thompson, Jeff W Doak, Muratahan Aykol et al., The Open Quantum Materials Database (OQMD): assessing the accuracy of DFT formation energies, npj Comput Mater 1 (2015).
cited as the source of values for this phase
FE3Y (Fe–Y)
- Id:
phase:fe-y:fe3y; statusassigned - Structure: Ni3Pu · hR12 · R-3m (166); type
st:ni3pu-hr12; tier C: assessor-stated (Hallstedt 2025 crystallographic table); confidence assessor-stated - Structure source: B. Hallstedt, The SGTE collection of binary datasets, Calphad 89 (2025) 102833, supplementary crystallographic table (mmc2) doi:10.1016/j.calphad.2025.102833
- Caveat: not certain from the name or DFT alone (dft_space_group_166_matches_2_structure_types, no_structure_token); structure as stated in the SGTE crystallographic table for this phase name and system
- Stoichiometry: Fe 0.7500, Y 0.2500
- Stability: stable in 5 of 5 calculated diagram(s): 300–1624.4 K, x(Y) 0.25–0.25
- Literature: 117 values (115 accepted) from 4 papers
- Interactive: phase registry entry
Names (10): corpus: corpus:phase:fe-y:fe3y
paper: paper:10.1007/s11669-017-0574-3:Fe3Y, paper:10.1007/s11669-021-00887-9:Fe3Y, paper:10.1016/j.jallcom.2013.07.010:Fe3Y, paper:10.20517/jmi.2023.08:Fe3Y
tdb: tdb:FeY-14Kar.tdb:FE3Y, tdb:FeY-17Sae.tdb:FE3Y, tdb:FeY-21Fan.tdb:FE3Y, tdb:FeY-23Ye.tdb:FE3Y, tdb:FeY-97Du.tdb:FE3Y
TDB models of FE3Y (5): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: FE3Y, type code %A, sha256 0e4a9e2361dc9c98…
70: PHASE FE3Y %A 2 3 1 ! 71: CONST FE3Y : FE : Y : !
FeY-17Sae.tdb: FE3Y, type code %A, sha256 d5fb4919023990bf…
54: PHASE FE3Y %A 2 3 1 ! 55: CONST FE3Y : FE : Y : !
FeY-21Fan.tdb: FE3Y, type code %A, sha256 d085f7eb5ccf15a0…
53: PHASE FE3Y %A 2 3 1 ! 54: CONST FE3Y : FE : Y : !
FeY-23Ye.tdb: FE3Y, type code %A, sha256 88f70e0778e85ffb…
60: PHASE FE3Y %A 2 3 1 ! 61: CONST FE3Y : FE : Y : !
FeY-97Du.tdb: FE3Y, type code %A, sha256 6ffcbf8e63537db7…
62: PHASE FE3Y %A 2 3 1 ! 63: CONST FE3Y : FE : Y : !
Example references (10 of 11; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.20517/jmi.2023.08 Hongjian Ye, Maohua Rong, Qing Chen, Qingrong Yao, Jiang Wang, Guanghui Rao et al., Assessment of phase equilibria and thermodynamic properties in the Fe-RE (RE = rare earth metals) binary systems, J Mater Inf 3 (2023).
reports values for this phase - doi:10.1016/0364-5916(84)90033-6 P.R. Subramanian, J.F. Smith, Thermodynamics of Formation of Y-Fe Alloys. Calphad 8(4), 295–305 (1984)
cited as the source of values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase - doi:10.1103/physrevb.70.144107 M. Mihalkovič, M. Widom, <i>Ab initio</i>calculations of cohesive energies of<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" display="inline"><mml:mrow><mml:mi mathvariant="normal">Fe</mml:mi></mml:mrow></mml:math>-based glass-forming alloys, Phys. Rev. B 70 (2004).
cited as the source of values for this phase - doi:10.1016/0022-5088(76)90180-6 A.R. Miedema, On the heat of formation of solid alloys. II, Journal of the Less Common Metals 46, 67-83 (1976).
cited as the source of values for this phase - doi:10.1016/0364-5916(83)90030-5 A.K. Niessen, F.R. de Boer, R. Boom, P.F. de Chatel, W.C.M. Mattens, A.R. Miedema, CALPHAD 7 (1983) 51–70.
cited as the source of values for this phase - doi:10.1038/npjcompumats.2015.10 Scott Kirklin, James E Saal, Bryce Meredig, Alex Thompson, Jeff W Doak, Muratahan Aykol et al., The Open Quantum Materials Database (OQMD): assessing the accuracy of DFT formation energies, npj Comput Mater 1 (2015).
cited as the source of values for this phase
HCP_A3 (Fe–Y)
- Id:
phase:fe-y:hcp-a3; statusassigned - Structure: Mg · A3 · hP2 · P6_3/mmc (194); type
st:a3-mg-hp2; tier A: standard phase name; confidence high - Stability: stable in 5 of 5 calculated diagram(s): 300–1786.15 K, x(Y) 0.98584–1
- Literature: 29 values (29 accepted) from 3 papers
- Interactive: phase registry entry
Names (10): corpus: corpus:phase:fe-y:hcp-a3
paper: paper:10.1007/s11669-017-0574-3:α Y, paper:10.1007/s11669-021-00887-9:αY, paper:10.1016/j.jallcom.2013.07.010:α Y, paper:10.1016/j.jallcom.2013.07.010:αY
tdb: tdb:FeY-14Kar.tdb:HCP_A3, tdb:FeY-17Sae.tdb:HCP_A3, tdb:FeY-21Fan.tdb:HCP_A3, tdb:FeY-23Ye.tdb:HCP_A3, tdb:FeY-97Du.tdb:HCP_A3
TDB models of HCP_A3 (5): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: HCP_A3, type code %, sha256 0e4a9e2361dc9c98…
50: PHASE HCP_A3 % 2 1 0.5 ! 51: CONST HCP_A3 : FE Y% : VA : !
FeY-17Sae.tdb: HCP_A3, type code %, sha256 d5fb4919023990bf…
38: PHASE HCP_A3 % 2 1 0.5 ! 39: CONST HCP_A3 : FE Y% : VA : !
FeY-21Fan.tdb: HCP_A3, type code %, sha256 d085f7eb5ccf15a0…
37: PHASE HCP_A3 % 2 1 0.5 ! 38: CONST HCP_A3 : FE Y% : VA : !
FeY-23Ye.tdb: HCP_A3, type code %, sha256 88f70e0778e85ffb…
44: PHASE HCP_A3 % 2 1 0.5 ! 45: CONST HCP_A3 : FE Y% : VA : !
FeY-97Du.tdb: HCP_A3, type code %, sha256 6ffcbf8e63537db7…
46: PHASE HCP_A3 % 2 1 0.5 ! 47: CONST HCP_A3 : FE Y% : VA : !
Example references (5 of 5; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase - doi:10.1016/0364-5916(91)90030-n A.T. Dinsdale, SGTE data for pure elements, Calphad 15, 317-425 (1991).
cited as the source of values for this phase
LIQUID (Fe–Y)
- Id:
phase:fe-y:liquid; statusassigned - Structure: liquid; type
st:liquid; liquid; confidence high - Stability: stable in 5 of 5 calculated diagram(s): 1119.28–2500 K, x(Y) 0–1
- Literature: 207 values (204 accepted) from 4 papers
- Interactive: phase registry entry
Names (14): corpus: corpus:phase:fe-y:liquid
paper: paper:10.1007/s11669-017-0574-3:Liq, paper:10.1007/s11669-017-0574-3:liquid, paper:10.1007/s11669-021-00887-9:L, paper:10.1007/s11669-021-00887-9:Liquid, paper:10.1016/j.jallcom.2013.07.010:L, paper:10.1016/j.jallcom.2013.07.010:Liq, paper:10.1016/j.jallcom.2013.07.010:liquid, paper:10.20517/jmi.2023.08:L
tdb: tdb:FeY-14Kar.tdb:LIQUID, tdb:FeY-17Sae.tdb:LIQUID, tdb:FeY-21Fan.tdb:LIQUID, tdb:FeY-23Ye.tdb:LIQUID, tdb:FeY-97Du.tdb:LIQUID
TDB models of LIQUID (5): PHASE and CONSTITUENT statements as written
FeY-14Kar.tdb: LIQUID, type code %, sha256 0e4a9e2361dc9c98…
35: PHASE LIQUID:L % 1 1 ! 36: CONST LIQUID:L : FE Y : !
FeY-17Sae.tdb: LIQUID, type code %, sha256 d5fb4919023990bf…
23: PHASE LIQUID:L % 1 1 ! 24: CONST LIQUID:L : FE Y : !
FeY-21Fan.tdb: LIQUID, type code %, sha256 d085f7eb5ccf15a0…
22: PHASE LIQUID:L % 1 1 ! 23: CONST LIQUID:L : FE Y : !
FeY-23Ye.tdb: LIQUID, type code %, sha256 88f70e0778e85ffb…
29: PHASE LIQUID:L % 1 1 ! 30: CONST LIQUID:L : FE Y : !
FeY-97Du.tdb: LIQUID, type code %, sha256 6ffcbf8e63537db7…
31: PHASE LIQUID:L % 1 1 ! 32: CONST LIQUID:L : FE Y : !
Example references (6 of 6; assessments first):
- doi:10.1016/j.jallcom.2013.07.010 S. Kardellass, C. Servant, N. Selhaoui, A. Iddaoudi, M. Ait Amar, L. Bouirden, A thermodynamic assessment of the iron–yttrium system, Journal of Alloys and Compounds 583, 598-606 (2014).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-017-0574-3 I. Saenko, O. Fabrichnaya, A. Udovsky, New Thermodynamic Assessment of the Fe-Y System, J. Phase Equilib. Diffus. 38, 684-699 (2017).
assessment that models this phase; cited as the source of values for this phase; reports values for this phase - doi:10.1007/s11669-021-00887-9 Ling Fan, Chen Shen, Kun Hu, Huashan Liu, Hongbin Zhang, DFT Calculations and Thermodynamic Re-Assessment of the Fe-Y Binary System, J. Phase Equilib. Diffus. 42, 348-362 (2021).
assessment that models this phase; reports values for this phase - doi:10.20517/jmi.2023.08 Hongjian Ye, Maohua Rong, Qing Chen, Qingrong Yao, Jiang Wang, Guanghui Rao et al., Assessment of phase equilibria and thermodynamic properties in the Fe-RE (RE = rare earth metals) binary systems, J Mater Inf 3 (2023).
reports values for this phase - doi:10.1007/s11669-017-0546-7 B. Konar, J. Kim, I.-H. Jung, Critical Systematic Evaluation and Thermodynamic Optimization of the Fe-RE system: RE= Gd, Tb, Dy, Ho, Er, Tm, Lu, and Y. J. Phase Equilib. Diff. 38(4), 509–542 (2017)
cited as the source of values for this phase - doi:10.1016/0364-5916(91)90030-n A.T. Dinsdale, SGTE data for pure elements, Calphad 15, 317-425 (1991).
cited as the source of values for this phase