Ni system

60 accepted literature values from 20 paper(s) (experimental 12, model 16, DFT 22, unspecified 10); 0 calculated phase diagram(s).

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Accepted values by evidence class
Evidence classValues
experimental12
model16
DFT22
unspecified10
Accepted values by property group
Property groupValues
phase transition12
formation20
activity / EMF / Gibbs energy8
crystal structure20

Formation enthalpies

Literature values in kJ/mol-atom where the per-atom basis is known. DFT columns: the lowest-energy entry at the same composition (Materials Project 2026.04.13, OQMD v1.8; different energy references, never averaged), from dft_parity.json.

Enthalpies of formation, Ni system (19)
PhaseCompoundValueT (K)ClassMP DFT (kJ/mol-atom)OQMD DFT (kJ/mol-atom)SourceLocationQuote
A1-Ni0 kJ/mol (basis unstated)0DFT[1] Berche 2016Table 2, p. 4, row 1
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D0_2220 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 15
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D0_2227.044 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 15
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D0_2233.187 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 15
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D0_2235.782 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 15
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D0_2241.925 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 15
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D0_a0.488 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 6
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D0_a9.226 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 6
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D0_a20 kJ/mol (basis unstated)0unspecified[2] Mathon 2009Table 2, p. 10, row 6
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Ni0 kJ/mol (basis unstated)0DFT[3] Zhou 2005
cites Wang 2005 doi
Table 2, p. 4, row 24
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Ni0 kJ/mol (basis unstated)DFT[3] Zhou 2005
cites Wang 2005 doi
Table 2, p. 4, row 24
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Ni0 kJ/mol-atomDFT[4] Zhou 2009Table 6, p. 7, row 1
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Ni9.33 kJ/mol (basis unstated)DFT[3] Zhou 2005Table 2, p. 4, row 25
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Ni9.33 kJ/mol (basis unstated)0DFT[3] Zhou 2005Table 2, p. 4, row 25
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Ni9.33 kJ/mol-atomDFT[4] Zhou 2009Table 6, p. 7, row 2
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Ni A19.2 kJ/mol-atom0DFT[5] Cacciamani 2010Table 3, p. 7, row 13
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Ni A20 kJ/mol-atom0DFT[5] Cacciamani 2010Table 3, p. 7, row 14
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Ni(fcc-A1)0 kJ/mol-atom298.15model[6] Ross 2018Table 1, p. 4, row 1
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sigma9.843 kJ/mol-atom0DFT[7] Tonyali 2024Table 4, p. 5, row 14
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Other properties

Phase transition (12)

Phase transition, Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Phase transition625.25 K625.25magnetic: TC, Kexperimental[8] Hao 2021
cites Maszkiewicz 1978 doi
Table 4, p. 42, row 6
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Phase transition626 K626magnetic: TC, Kexperimental[8] Hao 2021
cites Foster 1934 doi
Table 4, p. 42, row 7
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Phase transition627.2 K627.2magnetic: TC, Kexperimental[8] Hao 2021
cites Kouvel 1964 doi
Table 4, p. 42, row 3
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Phase transition628.5 K628.5magnetic: TC, Kexperimental[8] Hao 2021
cites Kollie 1977 doi
Table 4, p. 42, row 8
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Phase transition628.5 K628.5magnetic: TC, Kexperimental[8] Hao 2021
cites Schmidt 1962
Table 4, p. 42, row 5
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Phase transition631 K631magnetic: TC, Kexperimental[8] Hao 2021
cites Tange 1981 doi
Table 4, p. 42, row 4
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Phase transition632 K632magnetic: TC, Kexperimental[8] Hao 2021
cites Shiga 1969
Table 4, p. 42, row 9
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Phase transition633 K633magnetic: TC, Kexperimental[8] Hao 2021
cites Crangle 1963 doi
Table 4, p. 42, row 2
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Phase transition633 K633magnetic: TC, Kexperimental[8] Hao 2021
cites Meschter 1981 doi
Table 4, p. 42, row 1
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Phase transition686 K686magnetic: TC, Kmodel[8] Hao 2021
cites Yu 2008 doi
Table 4, p. 42, row 10
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Phase transition1728.15 K1728.15L -> (fcc_A1)
L: Ni 1; (fcc_A1): Ni 1
experimental[9] Kardellass 2015Table 6, p. 7, row 29
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Phase transition1728.15 K1728.15L -> (fcc_A1)
L: Ni 1; (fcc_A1): Ni 1
model[9] Kardellass 2015Table 6, p. 7, row 30
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Formation (1)

Formation, Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
end member formation energy
printed: ΔEf
7.08 kJ/mol-atom0(Ni)3(Ni)1
alloy: Ni 1
DFT[10] Santhy 2015Table 5, p. 4, row 10
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Activity / EMF / Gibbs energy (8)

Activity / EMF / Gibbs energy, Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-766.64 J/mol0BCC_A2
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 47
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gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-766.64 J/mol0BCC_A2
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 47
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gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0FCC_A1
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 41
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gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0FCC_A1
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 41
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gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0HCP_A3
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 53
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gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0HCP_A3
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 53
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gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-80.44 J/mol0σ
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 58
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gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-80.44 J/mol0σ
alloy: Ni 1
model[11] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 58
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Crystal structure (20)

Crystal structure, Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Lattice a
printed: a
3.516 Å0A1-Ni
alloy: Ni 1
DFT[1] Berche 2016Table 2, p. 4, row 1
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Lattice a
printed: a (M)
2.799 Å0Bcc
alloy: Ni 1
DFT[12] Shang 2007Table 1, p. 2, row 5
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Lattice a
printed: a
2.792 Å0Bcc
alloy: Ni 1
DFT[12] Shang 2007Table 1, p. 2, row 5
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Lattice a
printed: a (M)
3.518 Å0Fcc
alloy: Ni 1
DFT[12] Shang 2007Table 1, p. 2, row 10
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Lattice a
printed: a
3.513 Å0Fcc
alloy: Ni 1
DFT[12] Shang 2007Table 1, p. 2, row 10
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Lattice a2.8041 Åbcc
alloy: Ni 1
DFT[13] Xiong 2011Table 1, p. 5, row 16
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Lattice a3.523 Åfcc
alloy: Ni 1
model[14] Kim 2011Table 1, p. 2, row 9
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Lattice a3.517 Åfcc
alloy: Ni 1
model[14] Kim 2011Table 1, p. 2, row 8
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Lattice a3.498 Åfcc
alloy: Ni 1
model[14] Kim 2011Table 1, p. 2, row 7
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Lattice a
printed: a
3.531 Å0fcc-Ni
alloy: Ni 1
DFT[15] Hu 2017Table 3, p. 26, row 3
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Lattice a
printed: a
3.54 Å0fcc-NiDFT[15] Hu 2017Table 3, p. 26, row 4
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Lattice a3.523 Å298.15Ni
alloy: Ni 1
unspecified[16] An 2012Table 2, p. 5, row 4
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Lattice a3.523 Å298.15Ni
alloy: Ni 1
unspecified[17] An 2013Table 3, p. 5, row 4
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Lattice a3.524 Å298.15fcc(Ni)
alloy: Ni 1
model[18] Liu 2016
cites Massalski 1990
Table II, p. 2, row 6
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Lattice a
printed: Lattice parameter a
3.525 Å298.15fcc-Ni
alloy: Ni 1
experimental[15] Hu 2017
cites Palenzona 1973 doi
Table 3, p. 26, row 2
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Lattice a
printed: a
3.524 Å298.15fcc-Ni
alloy: Ni 1
experimental[15] Hu 2017
cites Buschow 1972 doi
Table 3, p. 26, row 1
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Lattice a3.5232 Å298.15γ-(Fe, Ni)
alloy: Ni 1
model[19] Keyzer 2009Table 1, p. 3, row 1
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Molar volume
printed: V0
10.88 Å3/atom0fcc(Ni)
alloy: Ni 1
DFT[20] Zhou 2020Table V, p. 12, row 3
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lattice unspecified axis
printed: a0
2.8 Å0Ni A1
alloy: Ni 1
DFT[5] Cacciamani 2010Table 3, p. 7, row 13
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lattice unspecified axis
printed: a0
3.518 Å0Ni A2
alloy: Ni 1
DFT[5] Cacciamani 2010Table 3, p. 7, row 14
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Sources

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

  1. A. Berche, J.C. Tédenac, P. Jund, Phase diagram and enthalpy of formation of Hf-Ni-Sn, Computational Materials Science 125, 271-277 (2016). doi:10.1016/j.commatsci.2016.08.042
  2. Muriel Mathon, Damien Connétable, Bo Sundman, Jacques Lacaze, Calphad-type assessment of the Fe–Nb–Ni ternary system, Calphad 33, 136-161 (2009). doi:10.1016/j.calphad.2008.10.005
  3. S.H. Zhou, Y. Wang, C. Jiang, J.Z. Zhu, L.-Q. Chen, Z.-K. Liu, First-principles calculations and thermodynamic modeling of the Ni–Mo system, Materials Science and Engineering: A 397, 288-296 (2005). doi:10.1016/j.msea.2005.02.037
  4. S.H. Zhou, Y. Wang, L.-Q. Chen, Z.-K. Liu, R.E. Napolitano, Solution-based thermodynamic modeling of the Ni–Ta and Ni–Mo–Ta systems using first-principle calculations, Calphad 33, 631-641 (2009). doi:10.1016/j.calphad.2009.06.006
  5. G. Cacciamani, A. Dinsdale, M. Palumbo, A. Pasturel, The Fe–Ni system: Thermodynamic modelling assisted by atomistic calculations, Intermetallics 18, 1148-1162 (2010). doi:10.1016/j.intermet.2010.02.026
  6. A.J. Ross, T. Gheno, P.K. Ray, M.J. Kramer, X.L. Liu, G. Lindwall et al., A first-principles based description of the Hf-Ni system supported by high-temperature synchrotron experiments, Thermochimica Acta 668, 142-151 (2018). doi:10.1016/j.tca.2018.08.011
  7. Beril Tonyali, Hui Sun, Brandon Bocklund, John Paul Borgonia, Richard A. Otis, Shun-Li Shang et al., Additively manufactured Ni-20Cr to V functionally graded material: Computational predictions and experimental verification of phase formations, Journal of Alloys and Compounds 985, 174011 (2024). doi:10.1016/j.jallcom.2024.174011
  8. Liangyan Hao, Andrei Ruban, Wei Xiong, CALPHAD modeling based on Gibbs energy functions from zero kevin and improved magnetic model: A case study on the Cr–Ni system, Calphad 73, 102268 (2021). doi:10.1016/j.calphad.2021.102268
  9. S. Kardellass, C. Servant, N. Selhaoui, Thermodynamic description of the holmium–nickel system, J Therm Anal Calorim 119, 1225-1234 (2015). doi:10.1007/s10973-014-4189-1
  10. K. Santhy, K.C. Hari Kumar, Thermodynamic reassessment of Nb-Ni-Ti system with order–disorder model, Journal of Alloys and Compounds 619, 733-747 (2015). doi:10.1016/j.jallcom.2014.08.200
  11. Júlio César Pereira dos Santos, Sean Griesemer, Nathalie Dupin, Ursula R. Kattner, Chuan Liu, Daniela Ivanova et al., Applying the Effective Bond Energy Formalism (EBEF) to Describe the Sigma (σ) Phase in the Co-Cr-Ni-Re System, J. Phase Equilib. Diffus. 45, 330-357 (2024). doi:10.1007/s11669-023-01079-3
  12. Shunli Shang, Zhi-Jie Liu, Zi-Kui Liu, Thermodynamic modeling of the Ba–Ni–Ti system, Journal of Alloys and Compounds 430, 188-193 (2007). doi:10.1016/j.jallcom.2006.03.096
  13. W. Xiong, H. Zhang, L. Vitos, M. Selleby, Magnetic phase diagram of the Fe–Ni system, Acta Materialia 59, 521-530 (2011). doi:10.1016/j.actamat.2010.09.055
  14. DongEung Kim, James E. Saal, Liangcai Zhou, ShunLi Shang, Yong Du, Zi-Kui Liu, Thermodynamic modeling of fcc order/disorder transformations in the Co–Pt system, Calphad 35, 323-330 (2011). doi:10.1016/j.calphad.2011.04.005
  15. Yong-Jie Hu, Yi Wang, Samad A. Firdosy, Kurt E. Star, Jean-Pierre Fleurial, Vilupanur A. Ravi et al., First-principles calculations and thermodynamic modeling of the Yb-Ni binary system, Calphad 59, 207-217 (2017). doi:10.1016/j.calphad.2017.09.004
  16. Xuehui An, Qian Li, Jieyu Zhang, Shuanglin Chen, Ying Yang, Phase equilibria of the La–Ni–Cu ternary system at 673 K: Thermodynamic modeling and experimental validation, Calphad 36, 8-15 (2012). doi:10.1016/j.calphad.2011.10.004
  17. X.H. An, Q.F. Gu, J.Y. Zhang, S.L. Chen, X.B. Yu, Q. Li, Experimental investigation and thermodynamic reassessment of La–Ni and LaNi5–H systems, Calphad 40, 48-55 (2013). doi:10.1016/j.calphad.2012.12.002
  18. Yuling Liu, Shuhong Liu, Cong Zhang, Xingxu Lu, Chong Chen, Yong Du et al., Thermodynamic Assessment of the Bi–Ni and Bi–Ni–X (X = Ag, Cu) Systems, Journal of Elec Materi 45, 1041-1056 (2016). doi:10.1007/s11664-015-4272-9
  19. Jozefien De Keyzer, Gabriele Cacciamani, Nathalie Dupin, Patrick Wollants, Thermodynamic modeling and optimization of the Fe–Ni–Ti system, Calphad 33, 109-123 (2009). doi:10.1016/j.calphad.2008.10.003
  20. Chenyang Zhou, Cuiping Guo, Jingbo Li, Changrong Li, Zhenmin Du, Key Experiments and Thermodynamic Description of the Co-Nb-Ni System, Metall Mater Trans A 51, 5892-5911 (2020). doi:10.1007/s11661-020-05963-2