# Co–Cr–Ni–Re system

> Co–Cr–Ni–Re system: 136 accepted literature values (mixing / partial 128, activity / EMF / Gibbs energy 8) and 0 calculated phase diagram(s) from ORCHID, each value with evidence class, source, page and quote.

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136 accepted literature values from 1 paper(s) (model 8, DFT 128); 0 calculated phase diagram(s).

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Table: Accepted values by evidence class

| Evidence class | Values |
|---|---:|
| model | 8 |
| DFT | 128 |

Table: Accepted values by property group

| Property group | Values |
|---|---:|
| mixing / partial | 128 |
| activity / EMF / Gibbs energy | 8 |

## Other properties

### Mixing / partial (128)

Table: Mixing / partial, Co–Cr–Ni–Re system

| Property | Value | T (K) | Phases / composition | Class | Source | Location | Quote |
|---|---:|---:|---|---|---|---|---|
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.746 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 11; `ORC-5TQ6VC4DVE.2f67ce` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.746 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 11; `ORC-5TQ6VC4DVE.40cf12` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.36 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 49; `ORC-7TFXK265VW.3419a8` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.36 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 49; `ORC-7TFXK265VW.3ec6a7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 30.877 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 70; `ORC-7VKCYH7WXJ.0d1784` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 30.877 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 70; `ORC-7VKCYH7WXJ.67d38c` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 23.4 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 72; `ORC-AHI3XUIYOV.a1d1bb` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 23.4 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 72; `ORC-AHI3XUIYOV.f7ce32` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 8.684 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 10; `ORC-CPXSCIWJAD.0d9263` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 8.684 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 10; `ORC-CPXSCIWJAD.a5504d` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 32; `ORC-DEKKF4KOGC.1c083c` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 32; `ORC-DEKKF4KOGC.7a1de2` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 8.8 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 52; `ORC-GTIBFSVWZB.013afb` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 8.8 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 52; `ORC-GTIBFSVWZB.f72b00` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 15.245 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 68; `ORC-GTVIQPWVFK.22ea98` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 15.245 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 68; `ORC-GTVIQPWVFK.d49915` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 31; `ORC-KZQ53JFIDS.3d5e8e` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 31; `ORC-KZQ53JFIDS.c1c567` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 29; `ORC-LYRLYE6CWH.63085f` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 29; `ORC-LYRLYE6CWH.d08267` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 8.7 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 12; `ORC-N2OKSQSQSI.174988` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 8.7 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 12; `ORC-N2OKSQSQSI.c0e0d7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.114 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 8; `ORC-NQFI5K23SN.41e1fb` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.114 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 8; `ORC-NQFI5K23SN.d5a396` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 30.491 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 71; `ORC-OOU5KSNTZM.7cc6ed` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 30.491 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 71; `ORC-OOU5KSNTZM.e5d594` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.456 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 9; `ORC-QSPGO7VQJI.69019e` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.456 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 9; `ORC-QSPGO7VQJI.f68887` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 30; `ORC-TJQYTNH2ZQ.86e1c5` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 30; `ORC-TJQYTNH2ZQ.8be246` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 28; `ORC-WDIUVJQS5L.8cd765` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 28; `ORC-WDIUVJQS5L.d089d5` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.07 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 48; `ORC-YRADGQJRDR.742091` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.07 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 48; `ORC-YRADGQJRDR.ae62ab` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.07 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 51; `ORC-ZNLGWWQ7BH.1aa934` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.07 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 51; `ORC-ZNLGWWQ7BH.7a0b25` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.649 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 50; `ORC-ZPWYIDBVFK.b39ced` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.649 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 50; `ORC-ZPWYIDBVFK.cc606c` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 30.587 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 69; `ORC-ZSWIOR3AKC.768674` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 30.587 kJ/mol (basis unstated) |  | BCC_A2; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 69; `ORC-ZSWIOR3AKC.ee6e3e` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.737 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 2; `ORC-4WPIS7GFGN.69b2f2` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.737 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 2; `ORC-4WPIS7GFGN.cba999` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 43; `ORC-5YGOL4RHAL.217fe5` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 43; `ORC-5YGOL4RHAL.b38193` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 45; `ORC-AL5RM5NTXH.54cd4a` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 45; `ORC-AL5RM5NTXH.ae3d1f` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 6; `ORC-B65N7QMCNG.7ec900` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 6; `ORC-B65N7QMCNG.a4894b` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.789 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 64; `ORC-BQV76R5LWF.06ea83` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.789 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 64; `ORC-BQV76R5LWF.a16533` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.64 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 5; `ORC-CGIXOKSA3Y.5e5eeb` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.64 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 5; `ORC-CGIXOKSA3Y.cf1363` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 46; `ORC-DJD77AQQHU.549581` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 46; `ORC-DJD77AQQHU.8285b9` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 21.421 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 22; `ORC-ELWT5YD4UD.1bde32` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 21.421 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 22; `ORC-ELWT5YD4UD.9a011f` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.982 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 63; `ORC-G2GM5NMIVR.7da1f0` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.982 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 63; `ORC-G2GM5NMIVR.d1c877` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 66; `ORC-H7M5EKRTGP.456728` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 66; `ORC-H7M5EKRTGP.b2c8d7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.982 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 65; `ORC-KZEE36SD4Q.4f0c0d` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.982 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 65; `ORC-KZEE36SD4Q.6dd2c0` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.114 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 25; `ORC-M37MZLLBWH.2d21e4` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.114 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 25; `ORC-M37MZLLBWH.d81ff3` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 44; `ORC-NG5MB6GIIQ.6b5e22` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 44; `ORC-NG5MB6GIIQ.fd8658` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 37.535 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 23; `ORC-NHT5NWB2UM.3bb360` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 37.535 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 23; `ORC-NHT5NWB2UM.f3f470` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.737 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 3; `ORC-QGZ74DZYCN.bfef4d` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.737 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 3; `ORC-QGZ74DZYCN.d5fb69` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.93 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 4; `ORC-VCJFU5M7XD.494792` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 1.93 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 4; `ORC-VCJFU5M7XD.e42507` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 42; `ORC-WVFXSJCIWZ.852fb6` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 42; `ORC-WVFXSJCIWZ.88209b` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.1 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 26; `ORC-XKIMJOXMT7.4e5db7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.1 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 26; `ORC-XKIMJOXMT7.c49305` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.596 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 24; `ORC-Y3WHPRN4T7.8b67e2` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.596 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 24; `ORC-Y3WHPRN4T7.d16913` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 6.079 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 62; `ORC-Z4RSC2DVXZ.4c6145` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 6.079 kJ/mol (basis unstated) |  | FCC_A1; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 62; `ORC-Z4RSC2DVXZ.d96c6c` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 40.526 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 36; `ORC-3PQOGOTST3.5031b0` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 40.526 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 36; `ORC-3PQOGOTST3.e486c8` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 15; `ORC-4TJ4W6FMSV.4d9001` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 15; `ORC-4TJ4W6FMSV.dda4f2` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 74; `ORC-7XA23HULDI.7e7241` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 74; `ORC-7XA23HULDI.bf0646` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 14; `ORC-AUNSQ2ERHX.6c66d7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 14; `ORC-AUNSQ2ERHX.c27e07` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.895 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 56; `ORC-BAC64NX42K.a3bd23` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.895 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 56; `ORC-BAC64NX42K.b57d5f` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 17; `ORC-ENRTIQU6WU.6819b0` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 17; `ORC-ENRTIQU6WU.cec5b7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.316 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 55; `ORC-F7SVRQFMUG.7365ca` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.316 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 55; `ORC-F7SVRQFMUG.c480a3` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.412 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 54; `ORC-KYW45UPI45.8785c5` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.412 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 54; `ORC-KYW45UPI45.a994d6` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 13.412 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 34; `ORC-NSFYMERWYI.701f10` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 13.412 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites A 2017_ | Table 2, p. 8, row 34; `ORC-NSFYMERWYI.af39fd` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 75; `ORC-O4YIMRHLAC.356c54` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 75; `ORC-O4YIMRHLAC.cfcf9f` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 16; `ORC-OVXYQMKKNK.9d71c3` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 16; `ORC-OVXYQMKKNK.b8edd7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 39.175 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 37; `ORC-QC4Z46BOIZ.a12b25` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 39.175 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 37; `ORC-QC4Z46BOIZ.b129db` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 77; `ORC-TWZTM7K6VS.43ad40` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 77; `ORC-TWZTM7K6VS.6d347e` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 76; `ORC-TYL44DEP36.bfc06f` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 0 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Jain 2013_ [doi](https://doi.org/10.1063/1.4812323) | Table 2, p. 8, row 76; `ORC-TYL44DEP36.f8ef0c` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.596 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 35; `ORC-VJTFW7IF6Z.4be644` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 38.596 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Curtarolo 2012_ [doi](https://doi.org/10.1016/j.commatsci.2012.02.002) | Table 2, p. 8, row 35; `ORC-VJTFW7IF6Z.706afe` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.219 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 57; `ORC-YPBEJVG4GN.275e60` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 2.219 kJ/mol (basis unstated) |  | HCP_A3; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 57; `ORC-YPBEJVG4GN.6fdb12` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 12.254 kJ/mol (basis unstated) |  | σ; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 39; `ORC-3YQL64LKTB.080b61` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 12.254 kJ/mol (basis unstated) |  | σ; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 39; `ORC-3YQL64LKTB.154146` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 16.6 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 60; `ORC-43ZHGQVUTK.6e7cba` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 16.6 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 60; `ORC-43ZHGQVUTK.933bb7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.36 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 79; `ORC-BD6Y2SFJB3.d87069` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.36 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 79; `ORC-BD6Y2SFJB3.d922df` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.693 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 19; `ORC-CJBKHVFKRH.b4a0b7` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 5.693 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 19; `ORC-CJBKHVFKRH.d1039f` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 4.7 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 20; `ORC-DAO4IOH2O6.aaa694` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 4.7 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 20; `ORC-DAO4IOH2O6.bad598` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.456 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 59; `ORC-PLG7XC5HHB.891bac` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 9.456 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 1, Re 0_ | DFT | [1] Santos 2024; _cites Kirklin 2015_ [doi](https://doi.org/10.1038/npjcompumats.2015.10) | Table 2, p. 8, row 59; `ORC-PLG7XC5HHB.c26ae2` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 13.2 kJ/mol (basis unstated) |  | σ; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 40; `ORC-TUAGB2XUJC.608659` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 13.2 kJ/mol (basis unstated) |  | σ; _alloy: Cr 1, Ni 0, Re 0_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 40; `ORC-TUAGB2XUJC.9343f9` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 4.9 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 80; `ORC-Z72C5SPENL.4d64b0` |  |
| Gibbs energy of mixing; _printed: Lattice stability_ | 4.9 kJ/mol (basis unstated) |  | σ; _alloy: Cr 0, Ni 0, Re 1_ | DFT | [1] Santos 2024; _cites Sluiter 2006_ [doi](https://doi.org/10.1016/j.calphad.2006.09.002) | Table 2, p. 8, row 80; `ORC-Z72C5SPENL.5bda2e` |  |

### Activity / EMF / Gibbs energy (8)

Table: Activity / EMF / Gibbs energy, Co–Cr–Ni–Re system

| Property | Value | T (K) | Phases / composition | Class | Source | Location | Quote |
|---|---:|---:|---|---|---|---|---|
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | -793.17 J/mol | 0 | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 7; `ORC-V5IX3BKRBP.6d162e` |  |
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | -793.17 J/mol | 0 | BCC_A2; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 7; `ORC-V5IX3BKRBP.7d6da6` |  |
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | 0 J/mol | 0 | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 1; `ORC-HVOQUN6NVE.0e01e8` |  |
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | 0 J/mol | 0 | FCC_A1; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 1; `ORC-HVOQUN6NVE.f96eef` |  |
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | 0 J/mol | 0 | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 13; `ORC-4U4UGCSIWR.4dd546` |  |
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | 0 J/mol | 0 | HCP_A3; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 13; `ORC-4U4UGCSIWR.90d823` |  |
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | -1296.97 J/mol | 0 | σ; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 18; `ORC-BZOCSU6RPX.70c8db` |  |
| gibbs energy contribution; _printed: magΔG_i^φ/SER(0 K)_ | -1296.97 J/mol | 0 | σ; _alloy: Cr 0, Ni 0, Re 0_ | model | [1] Santos 2024; _cites Dinsdale 1991_ [doi](https://doi.org/10.1016/0364-5916%2891%2990030-n) | Table 2, p. 8, row 18; `ORC-BZOCSU6RPX.8ec7de` |  |

## Sources

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

1. 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](https://doi.org/10.1007/s11669-023-01079-3)

## Please cite

- R. Arróyave, J. Saal, D. Shin, ORCHID-Values: thermodynamic and phase-equilibrium values read from the literature (version 2026.10; Version 1, machine-extracted), Zenodo (2026). https://doi.org/10.5281/zenodo.23735569
- R. Arróyave, J. Saal, D. Shin, ORCHID data: umbrella record of the ORCHID datasets (version 2026.10; Version 1, machine-extracted), Zenodo (2026). https://doi.org/10.5281/zenodo.23736065

Also cite the original source of every value you use (paper_citation / paper_doi, and cited_dois for values the paper cites from earlier work); B. Hallstedt, The SGTE collection of binary datasets, Calphad 89 (2025) 102833, https://doi.org/10.1016/j.calphad.2025.102833 (CC BY 4.0), and the original assessment named in each file; A. Jain et al., The Materials Project: A materials genome approach to accelerating materials innovation, APL Materials 1 (2013) 011002, https://doi.org/10.1063/1.4812323 (CC BY 4.0); J. E. Saal et al., JOM 65 (2013) 1501, https://doi.org/10.1007/s11837-013-0755-4 and S. Kirklin et al., npj Comput. Mater. 1 (2015) 15010, https://doi.org/10.1038/npjcompumats.2015.10 (CC BY 4.0).

Version 1, machine-extracted: values were read by language-model readers constrained to quote their source and checked automatically, and the release was then audited on the printed pages by adversarial audits, an independent second review of fit-facing records and a preliminary human review of a frozen sample. Flags such as accepted and ESPEI-ready record screening results, not certification; known issues are listed in the release notes.

```bibtex
@misc{orchid_literature_2026,
  author    = {Arr{\'o}yave, Raymundo and Saal, James and Shin, Dongwon},
  title     = {{ORCHID-Values: thermodynamic and phase-equilibrium values read from the literature}},
  version   = {2026.10},
  publisher = {Zenodo},
  year      = {2026},
  doi       = {10.5281/zenodo.23735569},
  url       = {https://doi.org/10.5281/zenodo.23735569},
  note      = {Version 1, machine-extracted}
}

@misc{orchid_data_2026,
  author    = {Arr{\'o}yave, Raymundo and Saal, James and Shin, Dongwon},
  title     = {{ORCHID data: umbrella record of the ORCHID datasets}},
  version   = {2026.10},
  publisher = {Zenodo},
  year      = {2026},
  doi       = {10.5281/zenodo.23736065},
  url       = {https://doi.org/10.5281/zenodo.23736065},
  note      = {Version 1, machine-extracted}
}
```

---

Derived data CC BY 4.0 ([licence](https://creativecommons.org/licenses/by/4.0/)): cite ORCHID ([CITATION.cff](https://data.orchid-project.org/CITATION.cff)) and the original sources. Quotes are short excerpts kept so that each value can be checked; they remain under the publishers' copyright and are not relicensed. Source papers, page images and full text are not redistributed. Field reference: [SCHEMA.md](https://data.orchid-project.org/literature/SCHEMA.md). Machine-readable guide: [llms.txt](https://data.orchid-project.org/llms.txt). Found an error? The report link of a value (Markdown: its id, ORC-..., in the Location column) opens a pre-filled GitHub issue, https://github.com/orchid-calphad/orchid-data/issues/new?template=report-value-error.yml&record_id=\<id>, carrying only the record id, source and value; [how to contribute](https://orchid-project.org/contribute/).