Cr system

26 accepted literature values from 7 paper(s) (experimental 5, model 12, DFT 3, unspecified 6); 0 calculated phase diagram(s). 2 further extracted value(s) not accepted by the reader-agreement checks are only in the JSON/CSV.

Data: JSON · CSV · interactive explorer · papers (bibliography) · Markdown

Accepted values by evidence class
Evidence classValues
experimental5
model12
DFT3
unspecified6
Accepted values by property group
Property groupValues
phase transition2
formation1
activity / EMF / Gibbs energy10
crystal structure13

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 system (1)
PhaseCompoundValueT (K)ClassMP DFT (kJ/mol-atom)OQMD DFT (kJ/mol-atom)SourceLocationQuote
sigma CrCrCrCrCr12.1 kJ/mol-atom0DFT[1] Palumbo 2010Table 1, p. 4, row 1
report

Other properties

Phase transition (2)

Phase transition, Cr system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Phase transition2136.15 K2136.15Crexperimental[2] Campbell 2002
cites ref. 25
p. 5
report
The calculated m elting temperature o f 1907 'C for c hromium i s 4 4 degrees h igher t hart the melting temperature 1863 "C [25], which is used in most phase diagram evaluations.
Phase transition2180.15 K2180.15Crmodel[2] Campbell 2002p. 5
report
The calculated m elting temperature o f 1907 'C for c hromium i s 4 4 degrees h igher t hart the melting temperature 1863 "C [25], which is used in most phase diagram evaluations.

Activity / EMF / Gibbs energy (10)

Activity / EMF / Gibbs energy, Cr system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Gibbs energy
printed: ΔG^φ_Para
4438 J/molHCP_A3
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 33
report
Gibbs energy
printed: ΔG_Para^o
4438 J/molHCP_A3
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 33
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0BCC_A2
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 27
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0BCC_A2
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 27
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-1564.84 J/mol0FCC_A1
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 21
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-1564.84 J/mol0FCC_A1
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 21
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-1564.84 J/mol0HCP_A3
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 33
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
-1564.84 J/mol0HCP_A3
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 33
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0σ
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 38
report
gibbs energy contribution
printed: magΔG_i^φ/SER(0 K)
0 J/mol0σ
alloy: Cr 1
model[3] Santos 2024
cites Dinsdale 1991 doi
Table 2, p. 8, row 38
report

Crystal structure (13)

Crystal structure, Cr system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Lattice a2.8548 ÅBCC Crunspecified[4] Pavlů 2009Table 1, p. 2, row 2
report
Lattice a
printed: a
8.749 Å0sigma CrCrCrCrCr
alloy: Cr 1
DFT[1] Palumbo 2010Table 1, p. 4, row 1
report
Lattice a2.885 Å298.15(Cr)
alloy: Cr 1
model[5] Hu 2013
cites Massalski 1996
Table 3, p. 4, row 2
report
Lattice a2.8787 Å298.15BCC Crexperimental[4] Pavlů 2009
cites Villars 1991
Table 1, p. 2, row 1
report
Lattice a2.8848 Å298.15Cr
Cr: Cr 1
unspecified[6] Murray 1998
cites ref. 2
Table 3, p. 5, row 9
report
Lattice a2.884 Å2179.95 (<)(Cr)
alloy: Cr 1
unspecified[7] Cao 2013
cites http://crystdb
Table 1, p. 2, row 4
report
Lattice c2.8548 ÅBCC Crunspecified[4] Pavlů 2009Table 1, p. 2, row 2
report
Lattice c
printed: c
4.561 Å0sigma CrCrCrCrCr
alloy: Cr 1
DFT[1] Palumbo 2010Table 1, p. 4, row 1
report
Lattice c2.8787 Å298.15BCC Crexperimental[4] Pavlů 2009
cites Villars 1991
Table 1, p. 2, row 1
report
lattice c a1 not_printedBCC Crunspecified[4] Pavlů 2009Table 1, p. 2, row 2
report
lattice c a1 not_printed298.15BCC Crexperimental[4] Pavlů 2009
cites Villars 1991
Table 1, p. 2, row 1
report
lattice v atom1.16327 10^7 pm^3BCC Crunspecified[4] Pavlů 2009Table 1, p. 2, row 2
report
lattice v atom1.19281 10^7 pm^3298.15BCC Crexperimental[4] Pavlů 2009
cites Villars 1991
Table 1, p. 2, row 1
report

Sources

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

  1. M. Palumbo, T. Abe, C. Kocer, H. Murakami, H. Onodera, Ab initio and thermodynamic study of the Cr–Re system, Calphad 34, 495-503 (2010). doi:10.1016/j.calphad.2010.09.003
  2. C.E. Campbell, U.R. Kattner, Assessment of the Cr-B system and extrapolation to the Ni-Al-Cr-B quaternary system, Calphad 26, 477-490 (2002). doi:10.1016/s0364-5916(02)00058-5
  3. 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
  4. J. Pavlů, J. Vřešt’ál, M. Šob, Stability of Laves phases in the Cr–Zr system, Calphad 33, 382-387 (2009). doi:10.1016/j.calphad.2008.11.003
  5. Biao Hu, Wei-Wei Zhang, Yingbiao Peng, Yong Du, Shuhong Liu, Yuelan Zhang, Thermodynamic reassessment of the Al–Cr–Si system with the refined description of the Al–Cr system, Thermochimica Acta 561, 77-90 (2013). doi:10.1016/j.tca.2013.03.033
  6. J. L. Murray, The Al-Cr (aluminum-chromium) system, JPE 19, 367-375 (1998). doi:10.1007/bf02735058
  7. Z. Cao, J. Xin, C. Chen, S. Liu, B. Hu, C. Tang et al., Thermodynamic modeling of the Bi-M (M = Ti, Cr, V) systems, J min metall B Metall 49, 307-313 (2013). doi:10.2298/jmmb130127033c