Cr–Ni system

42 accepted literature values from 4 paper(s) (experimental 8, model 7, DFT 27); 7 calculated phase diagram(s). 4 further extracted value(s) not accepted by the reader-agreement checks are only in the JSON/CSV.

Data: JSON · CSV · interactive explorer · interactive phase diagram · phases (10) · papers (bibliography) · Markdown

Accepted values by evidence class
Evidence classValues
experimental8
model7
DFT27
Accepted values by property group
Property groupValues
invariant reaction5
phase transition10
formation14
mixing / partial10
crystal structure3

Calculated phase diagrams

Binary phase diagrams calculated with pycalphad 0.11.2 from the SGTE binary collection (Hallstedt 2025, CC BY 4.0). Evidence class: model.

Assessments with a calculated phase diagram
TDB fileAssessmentSHA-256Links
CrNi-06Hal.tdbB. Hallstedt, unpublished, 2006.c4cfbab32c583ed34c0ef4efb4c756ded81da7d0daa10ba8b214f9af05bb65caviewer · TDB · JSON
CrNi-16Tan.tdbF. Tang, B. Hallstedt, Calphad, 55, 260-69(2016). doi:10.1016/j.calphad.2016.10.003d6a051a1fa81b2256ddc76ac32d7b614036cbad64dd32aad3738caebac4a662fviewer · TDB · JSON
CrNi-20Zha.tdbN. Zhao, W. Liu, J.-J. Wang, X.-G. Lu, L. Zhang, Calphad, 71, 101996(2020). doi:10.1016/j.calphad.2020.1019969d385c721c9df9cd4949cee2e22da801227fbbb920aea77f82546e638f4dbc72viewer · TDB · JSON
CrNi-21Hao-3g.tdbL. Hao, A. Ruban, W. Xiong, Calphad, 73, 102268(2021). doi:10.1016/j.calphad.2021.102268804f3f31641279be5cf72d73fd71c74cc8bc14a8cc2a9825e8747951b226ce3aviewer · TDB · JSON
CrNi-24Per.tdbJ.C. Pereira dos Santos, S. Griesemer, N. Dupin, U.R. Kattner, C. Liu, D. Ivanova, T. Hammerschmidt, S.G. Fries, C. Wolverton, C.E. Campbell, J. Phase Equilib. Diffus., 45, 330-57(2024). doi:10.1007/s11669-023-01079-3100f33b41b3fe0b5b2f029d22feb3a4db1c238b0e864dffb97ff8ba1a1cb0adfviewer · TDB · JSON
CrNi-86Din.tdbA.T. Dinsdale, T.G. Chart, unpublished work, 1986.83ef9abf459d8a802f801dea51574fc32f1979d74d7c8cc734b412de5dff3c09viewer · TDB · JSON
CrNi-92Lee-LB.tdbB.-J. Lee, Calphad, 16, 121-49(1992). doi:10.1016/0364-5916(92)90002-F5efa2cd29b52a1041c18ba4d324ffd2bc113b086a5a67d9a4528241300b73cb2viewer · TDB · JSON
Calculated three-phase invariants (model, mole fraction of the second component)
TDB fileT (K)Phases at the invariant
CrNi-06Hal.tdb1617.85B2_BCC (x(Ni) 0.37678) + LIQUID (x(Ni) 0.46054) + FCC_A1 (x(Ni) 0.51451)
CrNi-06Hal.tdb1617.85B2_BCC (x(Ni) 0.37678) + LIQUID (x(Ni) 0.46054) + L12_FCC (x(Ni) 0.51451)
CrNi-06Hal.tdb862.74B2_BCC (x(Ni) 0.00281) + CRNI2 (x(Ni) 0.66667) + L12_FCC (x(Ni) 0.67949)
CrNi-06Hal.tdb862.74B2_BCC (x(Ni) 0.0028) + CRNI2 (x(Ni) 0.66667) + FCC_A1 (x(Ni) 0.6795)
CrNi-16Tan.tdb1618.9B2_BCC (x(Ni) 0.40273) + LIQUID (x(Ni) 0.47079) + FCC_4SL (x(Ni) 0.50959)
CrNi-16Tan.tdb1618.9B2_BCC (x(Ni) 0.40273) + LIQUID (x(Ni) 0.47079) + FCC_A1 (x(Ni) 0.50959)
CrNi-16Tan.tdb861.16B2_BCC (x(Ni) 0.00454) + CRNI2 (x(Ni) 0.66667) + FCC_A1 (x(Ni) 0.67372)
CrNi-16Tan.tdb861.16B2_BCC (x(Ni) 0.00454) + CRNI2 (x(Ni) 0.66667) + FCC_4SL (x(Ni) 0.67372)
CrNi-16Tan.tdb861.16B2_BCC (x(Ni) 0.00453) + CRNI2 (x(Ni) 0.66667) + FCC_4SL (x(Ni) 0.6738)
CrNi-20Zha.tdb1601.17BCC_A2 (x(Ni) 0.36333) + LIQUID (x(Ni) 0.44272) + FCC_A1 (x(Ni) 0.49259)
CrNi-20Zha.tdb863.39BCC_A2 (x(Ni) 0.00467) + CRNI2 (x(Ni) 0.66179) + FCC_A1 (x(Ni) 0.68525)
CrNi-20Zha.tdb352.19CRNI2 (x(Ni) 0.70975) + FCC_A1#2 (x(Ni) 0.91915) + FCC_A1 (x(Ni) 0.99435)
CrNi-21Hao-3g.tdb407.01BCC_A2 (x(Ni) 0) + CRNI2 (x(Ni) 0.66888) + FCC_A1 (x(Ni) 0.81187)
CrNi-21Hao-3g.tdb354.59CRNI2 (x(Ni) 0.67566) + FCC_A1#2 (x(Ni) 0.91173) + FCC_A1 (x(Ni) 0.99802)
CrNi-24Per.tdb1617.95BCC_A2 (x(Ni) 0.36232) + LIQUID (x(Ni) 0.4606) + FCC_A1 (x(Ni) 0.49989)
CrNi-86Din.tdb1617.15BCC_A2 (x(Ni) 0.3826) + LIQUID (x(Ni) 0.4594) + FCC_A1 (x(Ni) 0.5012)
CrNi-92Lee-LB.tdb1617.97B2_BCC (x(Ni) 0.36248) + LIQUID (x(Ni) 0.46065) + FCC_A1 (x(Ni) 0.49994)
CrNi-92Lee-LB.tdb1617.97B2_BCC (x(Ni) 0.36248) + LIQUID (x(Ni) 0.46065) + L12_FCC (x(Ni) 0.49994)
CrNi-92Lee-LB.tdb807.42B2_BCC (x(Ni) 0.00145) + CRNI2 (x(Ni) 0.66667) + FCC_A1 (x(Ni) 0.70255)
CrNi-92Lee-LB.tdb807.42B2_BCC (x(Ni) 0.00144) + CRNI2 (x(Ni) 0.66667) + FCC_A1 (x(Ni) 0.70259)

Convex hulls: Materials Project DFT hull · OQMD DFT hull · CALPHAD hull CrNi-06Hal · CALPHAD hull CrNi-16Tan · CALPHAD hull CrNi-20Zha · CALPHAD hull CrNi-21Hao-3g · CALPHAD hull CrNi-86Din · CALPHAD hull CrNi-92Lee-LB

Invariant reactions (literature)

Invariant reactions reported in the literature for the Cr–Ni system (5)
T (K)Reaction / phasesCompositions (mole fraction)ClassSourceLocationQuote
1618eutecticexperimental[1] Hao 2021
cites Jenkins 1937
p. 13
report
From Fig. 12, it is obvious that the Cr-Ni phase diagram is characterized by a eutectic reaction that occurs at 1618 K [158,159]. The equilibrium composition for the liquid, bcc, and fcc phases are 0.46, 0.38, and 0.50 at.% Ni, respectively [12].
1613liq. + γ' -> γ + βexperimental[2] Dupin 2001
cites ref. 52Tay
Table 2, p. 10, row 2
report
1273γ + β -> γ' + αexperimental[2] Dupin 2001
cites ref. 52Tay
Table 2, p. 10, row 7
report
1263γ + β -> γ' + αexperimental[2] Dupin 2001
cites ref. 82Tu
Table 2, p. 10, row 8
report
611peritecticmodel[1] Hao 2021p. 13
report
The predicted peritectic temperature (611 K) is in accordance with that evaluated by Nash [156].

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, Cr–Ni system (8)
PhaseCompoundValueT (K)ClassMP DFT (kJ/mol-atom)OQMD DFT (kJ/mol-atom)SourceLocationQuote
B224.262 kJ/mol-atom298.15DFT[3] Liu 2016Table 4, p. 38, row 11
report
B2-β20.12 kJ/mol-atom0DFT[3] Liu 2016Table 6, p. 40, row 17
report
L12-γ’-13.88 kJ/mol-atom0DFT[3] Liu 2016Table 7, p. 41, row 16
report
L12-γ’-10.03 kJ/mol-atom0DFT[3] Liu 2016Table 7, p. 41, row 18
report
γ'-13.88 kJ/mol-atom0DFT[3] Liu 2016Table 7, p. 41, row 16
report
γ'-10.03 kJ/mol-atom0DFT[3] Liu 2016Table 7, p. 41, row 18
report
γ'-L12-0.719 kJ/mol-atom298.15DFT[3] Liu 2016Table 4, p. 38, row 32
report
γ'-L1214.291 kJ/mol-atom298.15DFT[3] Liu 2016Table 4, p. 38, row 31
report

Other properties

Phase transition (10)

Phase transition, Cr–Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Phase transition633 K633magneticexperimental[1] Hao 2021
cites Crangle 1963 doi
p. 11
report
From the magnetization vs. T curve, Crangle and Hallam [114] extrapolated the Curie temperature of fcc Ni as 633 K.
Phase transition807 K807CrNi2model[1] Hao 2021
cites Turchi 2006
p. 12
report
However, the predicted formation temperatures of the CrNi2 phase (807 K and 820 K in the work [150] and [151], respectively) are inconsistent due to the difference in the calculated formation energy.
Phase transition820 K820CrNi2model[1] Hao 2021
cites Chan 2006
p. 12
report
However, the predicted formation temperatures of the CrNi2 phase (807 K and 820 K in the work [150] and [151], respectively) are inconsistent due to the difference in the calculated formation energy.
Phase transition863 K863othermodel[1] Hao 2021p. 18
report
According to our calculation, the CrNi2 phase forms from a peritectoid reaction at 863 K.
Phase transition1873 K1873bcc + liquidexperimental[1] Hao 2021
cites Umino 1926
p. 16
report
These two data points from the work of Umino [97] are not reliable since the melting point of Cr was highly underestimated as 1873 K.
Phase transition2136 K2136bcc + liquidmodel[1] Hao 2021p. 8
report
To better reproduce experimental phase equilibria data in Cr-containing binary or even high-order systems during future thermodynamic assessments, the value 2136 K was adopted as the melting point for bcc Cr in this work.
Phase transition2136 K2136liquidmodel[1] Hao 2021p. 16
report
From the calculated lattice stabilities of Cr by the second-generation and third-generation databases, as shown in Fig. 3, it can be observed that the melting point of Cr is changed from 2180 K to 2136 K in this work, based on the reason mentioned in Section 4.1.1.
Phase transition2136 K2136liquidexperimental[1] Hao 2021
cites Hultgren 1973
p. 8
report
Therefore, they suggested to adopt a lower value, 2136 K [37,52], for the melting point of Cr.
Phase transition2180 K2180liquidmodel[1] Hao 2021p. 16
report
From the calculated lattice stabilities of Cr by the second-generation and third-generation databases, as shown in Fig. 3, it can be observed that the melting point of Cr is changed from 2180 K to 2136 K in this work, based on the reason mentioned in Section 4.1.1.
Phase transition2180 K2180liquidexperimental[1] Hao 2021
cites Dinsdale 1991 doi
p. 8
report
The SGTE database [9] accepted the melting point of Cr to be 2180 K, as recommended by Gurvich et al. [47].

Formation (6)

Formation, Cr–Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Entropy of formation
printed: ΔfS298
5.925 J/mol-atom/K298.15B2
alloy: Cr 0.5, Ni 0.5
DFT[3] Liu 2016Table 4, p. 38, row 11
report
Entropy of formation
printed: ΔfS298
2.291 J/mol-atom/K298.15γ'-L12
alloy: Cr 0.75, Ni 0.25
DFT[3] Liu 2016Table 4, p. 38, row 31
report
Entropy of formation
printed: ΔfS298
-1.52 J/mol-atom/K298.15γ'-L12
alloy: Cr 0.25, Ni 0.75
DFT[3] Liu 2016Table 4, p. 38, row 32
report
Gibbs energy of formation
printed: ΔfG298
22.497 kJ/mol-atom298.15B2
alloy: Cr 0.5, Ni 0.5
DFT[3] Liu 2016Table 4, p. 38, row 11
report
Gibbs energy of formation
printed: ΔfG298
13.609 kJ/mol-atom298.15γ'-L12
alloy: Cr 0.75, Ni 0.25
DFT[3] Liu 2016Table 4, p. 38, row 31
report
Gibbs energy of formation
printed: ΔfG298
-0.266 kJ/mol-atom298.15γ'-L12
alloy: Cr 0.25, Ni 0.75
DFT[3] Liu 2016Table 4, p. 38, row 32
report

Mixing / partial (10)

Mixing / partial, Cr–Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Enthalpy of mixing
printed: ΔHmix
9.15 kJ/mol-atom0A2
alloy: Cr 0.5, Ni 0.5
DFT[3] Liu 2016Table 6, p. 40, row 17
report
Enthalpy of mixing
printed: ΔHmix
10.02 kJ/mol-atom0A2
alloy: Cr 0.75, Ni 0.25
DFT[3] Liu 2016Table 6, p. 40, row 16
report
Enthalpy of mixing
printed: ΔHmix
4.98 kJ/mol-atom0A2
alloy: Cr 0.25, Ni 0.75
DFT[3] Liu 2016Table 6, p. 40, row 18
report
Enthalpy of mixing
printed: ΔHmix
20.12 kJ/mol-atom0B2
alloy: Cr 0.5, Ni 0.5
DFT[3] Liu 2016Table 8, p. 42, row 25
report
Enthalpy of mixing
printed: ΔmixH^SQS
-9.719 kJ/mol-atomfcc
alloy: Cr 0.5, Ni 0.5
DFT[4] Bracq 2021Table 1, p. 4, row 7
report
Enthalpy of mixing
printed: ΔHmix
-12.69 kJ/mol-atom0γ
alloy: Cr 0.75, Ni 0.25
DFT[3] Liu 2016Table 7, p. 41, row 16
report
Enthalpy of mixing
printed: ΔHmix
-5.79 kJ/mol-atom0γ
alloy: Cr 0.25, Ni 0.75
DFT[3] Liu 2016Table 7, p. 41, row 18
report
Enthalpy of mixing
printed: ΔHmix
-9.03 kJ/mol-atom0γ
alloy: Cr 0.5, Ni 0.5
DFT[3] Liu 2016Table 7, p. 41, row 17
report
Enthalpy of mixing
printed: ΔHmix
-10.03 kJ/mol-atom0γ’
alloy: Cr 0.25, Ni 0.75
DFT[3] Liu 2016Table 9, p. 43, row 22
report
Enthalpy of mixing
printed: ΔHmix
-13.88 kJ/mol-atom0γ’
alloy: Cr 0.75, Ni 0.25
DFT[3] Liu 2016Table 9, p. 43, row 27
report

Crystal structure (3)

Crystal structure, Cr–Ni system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Molar volume
printed: V0
12.175 Å3/atom298.15B2 CrNi
alloy: Cr 0.5, Ni 0.5
DFT[3] Liu 2016Table 2, p. 36, row 15
report
Molar volume
printed: V0
11.44 Å3/atom298.15γ'-L12 Cr3Ni
alloy: Cr 0.75, Ni 0.25
DFT[3] Liu 2016Table 2, p. 36, row 33
report
Molar volume
printed: V0
11.261 Å3/atom298.15γ'-L12 Ni3Cr
alloy: Cr 0.25, Ni 0.75
DFT[3] Liu 2016Table 2, p. 36, row 34
report

Sources

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

  1. 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
  2. N. Dupin, I. Ansara, B. Sundman, Thermodynamic re-assessment of the ternary system Al-Cr-Ni, Calphad 25, 279-298 (2001). doi:10.1016/s0364-5916(01)00049-9
  3. Xuan L. Liu, Greta Lindwall, Thomas Gheno, Zi-Kui Liu, Thermodynamic modeling of Al–Co–Cr, Al–Co–Ni, Co–Cr–Ni ternary systems towards a description for Al–Co–Cr–Ni, Calphad 52, 125-142 (2016). doi:10.1016/j.calphad.2015.12.007
  4. Guillaume Bracq, Jean-Claude Crivello, Mathilde Laurent-Brocq, Jean-Marc Joubert, Ivan Guillot, What is the Enthalpy Contribution to the Stabilization of the Co–Cr–Fe–Mn–Ni Faced-centered Cubic Solid Solution?, J. Phase Equilib. Diffus. 42, 561-570 (2021). doi:10.1007/s11669-021-00922-9