Nb system

70 accepted literature values from 12 paper(s) (experimental 7, model 9, DFT 47, unspecified 7); 0 calculated phase diagram(s). 5 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
experimental7
model9
DFT47
unspecified7
Accepted values by property group
Property groupValues
phase transition2
formation20
activity / EMF / Gibbs energy2
crystal structure46

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, Nb system (20)
PhaseCompoundValueT (K)ClassMP DFT (kJ/mol-atom)OQMD DFT (kJ/mol-atom)SourceLocationQuote
(Co,Ni)Nb16.9621 kJ/mol-atom0DFT[1] Zhou 2020Table V, p. 12, row 19
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C1415.37 kJ/mol (basis unstated)0DFT[2] Pavlů 2009Table 3, p. 3, row 3
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C1415.4 kJ/mol (basis unstated)0DFT[2] Pavlů 2009
cites Sluiter 2006 doi
Table 3, p. 3, row 4
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C1516.2 kJ/mol (basis unstated)0DFT[2] Pavlů 2009Table 3, p. 3, row 9
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C1516.2 kJ/mol (basis unstated)0DFT[2] Pavlů 2009
cites Sluiter 2006 doi
Table 3, p. 3, row 10
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C1516.33 kJ/mol (basis unstated)0DFT[3] Lu 2017Table 2, p. 3, row 11
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C3615.97 kJ/mol (basis unstated)0DFT[2] Pavlů 2009Table 3, p. 3, row 14
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C3616.11 kJ/mol (basis unstated)0DFT[3] Lu 2017Table 2, p. 3, row 36
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D0_220.279 kJ/mol (basis unstated)0unspecified[4] Mathon 2009Table 2, p. 10, row 14
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D0_2220 kJ/mol (basis unstated)0unspecified[4] Mathon 2009Table 2, p. 10, row 14
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D0_a20 kJ/mol (basis unstated)0unspecified[4] Mathon 2009Table 2, p. 10, row 5
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D0_a74.948 kJ/mol (basis unstated)0unspecified[4] Mathon 2009Table 2, p. 10, row 5
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D8_565 kJ/mol (basis unstated)0unspecified[4] Mathon 2009Table 2, p. 10, row 1
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D8_5209.344 kJ/mol (basis unstated)0unspecified[4] Mathon 2009Table 2, p. 10, row 1
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Nb2:Nb15.33 kJ/mol-atom0DFT[5] Schmetterer 2014Table 6, p. 7, row 16
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Nb2:Nb16.2 kJ/mol-atom0DFT[5] Schmetterer 2014
cites Pavlu 2009 doi
Table 6, p. 7, row 17
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Nb2:Nb16.2 kJ/mol-atom0DFT[5] Schmetterer 2014
cites Sluiter 2006 doi
Table 6, p. 7, row 18
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τ125.46 kJ/mol (basis unstated)0DFT[3] Lu 2017Table 2, p. 3, row 56
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τ215.51 kJ/mol (basis unstated)0DFT[3] Lu 2017Table 2, p. 3, row 23
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τ216.54 kJ/mol (basis unstated)0DFT[3] Lu 2017
cites Liu 2012 doi
Table 2, p. 3, row 24
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Other properties

Phase transition (2)

Phase transition, Nb system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Phase transition1973 K1973other: Nb-solidus
alloy: Nb 1
experimental[6] Neto 1993
cites ref. 69Rud
Table 1, p. 3, row 8
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Phase transition2168 K2168other: Nb-solidus
alloy: Nb 1
experimental[6] Neto 1993
cites ref. 56Ely
Table 1, p. 3, row 43
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Activity / EMF / Gibbs energy (2)

Activity / EMF / Gibbs energy, Nb system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Gibbs energy
printed: Gm(ω)-Gm(β)
6878 J/mol0UNKNOWN
alloy: Nb 1
model[7] Yan 2016Table 4, p. 5, row 4
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Gibbs energy
printed: Gm(ω)-Gm(β)
19267 J/mol0UNKNOWN
alloy: Nb 1
DFT[7] Yan 2016Table 4, p. 5, row 3
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Crystal structure (46)

Crystal structure, Nb system
PropertyValueT (K)Phases / compositionClassSourceLocationQuote
Lattice a3.322 Å(Nb)
alloy: Nb 1
model[8] Liu 2012
cites Wang 2004 doi
Table 5, p. 9, row 8
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Lattice a3.32 Å(Nb)
alloy: Nb 1
model[8] Liu 2012Table 5, p. 9, row 7
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Lattice a3.2929 Å0BCC
alloy: Nb 1
DFT[9] Ghosh 2002Table 1, p. 6, row 7
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Lattice a5.467 Å0C14
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 10
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Lattice a5.5 Å0C14
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 2
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Lattice a7.69 Å0C15
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 11
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Lattice a
printed: a
7.67 Å0C15
alloy: Nb 1
DFT[3] Lu 2017Table 2, p. 3, row 11
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Lattice a5.48 Å0C36
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 20
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Lattice a
printed: a
5.46 Å0C36
alloy: Nb 1
DFT[3] Lu 2017Table 2, p. 3, row 36
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Lattice a4.1999 Å0FCC
alloy: Nb 1
DFT[9] Ghosh 2002Table 1, p. 6, row 9
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Lattice a2.8453 Å0HCP
alloy: Nb 1
DFT[9] Ghosh 2002Table 1, p. 6, row 10
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Lattice a3.317 Å0Nb (bcc)DFT[10] Liu 2013Table 1, p. 4, row 4
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Lattice a3.3 ÅNb (bcc)experimental[10] Liu 2013
cites Kittel 1995
Table 1, p. 4, row 6
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Lattice a3.322 Å0Nb (bcc)DFT[10] Liu 2013
cites Wang 2004 doi
Table 1, p. 4, row 5
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Lattice a3.32 ÅNonmagnetic BCC Nb
alloy: Nb 1
unspecified[2] Pavlů 2009Table 1, p. 3, row 3
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Lattice a
printed: a
7.69 Å0UNKNOWN
alloy: Nb 1
DFT[5] Schmetterer 2014
cites Pavlu 2009 doi
Table 6, p. 7, row 17
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Lattice a
printed: a
7.74 Å0UNKNOWN
alloy: Nb 1
DFT[5] Schmetterer 2014Table 6, p. 7, row 16
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Lattice a5.456 Å0μ
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 34
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Lattice a
printed: a
12.21 Å0τ1
alloy: Nb 1
DFT[3] Lu 2017Table 2, p. 3, row 56
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Lattice a
printed: a
5.48 Å0τ2
alloy: Nb 1
DFT[3] Lu 2017Table 2, p. 3, row 23
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Lattice a
printed: a
5.47 Å0τ2
alloy: Nb 1
model[3] Lu 2017
cites Liu 2012 doi
Table 2, p. 3, row 24
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Lattice a3.3024 Å4.2BCC
alloy: Nb 1
experimental[9] Ghosh 2002Table 1, p. 6, row 12
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Lattice a3.3024 Å4.2BCC
alloy: Nb 1
experimental[9] Ghosh 2002
cites ref. 1964Val
Table 1, p. 6, row 8
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Lattice a3.3024 Å298.15BCC
alloy: Nb 1
experimental[9] Ghosh 2002
cites ref. 1964Val
Table 1, p. 6, row 13
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Lattice a3.3 Å298.15Nbmodel[11] Li 2013
cites Daams 1991
Table 1, p. 2, row 1
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Lattice a3.3067 Å298.15Nb
alloy: Nb 1
model[12] Shao 2004
cites Villars 1991
Table 1, p. 2, row 2
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Lattice a3.3 Å298.15Nonmagnetic BCC Nb
alloy: Nb 1
experimental[2] Pavlů 2009
cites Villars 1991
Table 1, p. 3, row 4
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Lattice c8.869 Å0C14
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 10
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Lattice c8.68 Å0C14
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 2
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Lattice c17.52 Å0C36
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 20
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Lattice c
printed: c
17.47 Å0C36
alloy: Nb 1
DFT[3] Lu 2017Table 2, p. 3, row 36
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Lattice c5.2551 Å0HCP
alloy: Nb 1
DFT[9] Ghosh 2002Table 1, p. 6, row 10
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Lattice c28.825 Å0μ
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 34
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Lattice c
printed: c
8.66 Å0τ2
alloy: Nb 1
DFT[3] Lu 2017Table 2, p. 3, row 23
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Lattice c
printed: c
8.87 Å0τ2
alloy: Nb 1
model[3] Lu 2017
cites Liu 2012 doi
Table 2, p. 3, row 24
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Molar volume
printed: V0
18.34 Å3/atom0(Co,Ni)Nb
alloy: Nb 1
DFT[1] Zhou 2020Table V, p. 12, row 19
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Molar volume
printed: V0
18.12 Å3/atom0bcc(Nb)
alloy: Nb 1
DFT[1] Zhou 2020Table V, p. 12, row 2
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lattice 2v atom3.796 10^7 pm^30C36
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 20
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lattice v atom1.894 10^7 pm^30C14
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 2
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lattice v atom1.898 10^7 pm^30C15
alloy: Nb 1
DFT[2] Pavlů 2009Table 2, p. 3, row 11
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lattice v036.7 Å3(Nb)
alloy: Nb 1
model[8] Liu 2012
cites Wang 2004 doi
Table 5, p. 9, row 8
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lattice v036.6 Å3(Nb)
alloy: Nb 1
model[8] Liu 2012Table 5, p. 9, row 7
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lattice v0229.6 Å30C14
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 10
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lattice v0229.6 Å3 per formula unit0C14
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 10
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lattice v0743 Å3 per formula unit0μ
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 34
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lattice v0743 Å30μ
alloy: Nb 1
DFT[8] Liu 2012Table 4, p. 8, row 34
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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. 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
  2. J. Pavlů, J. Vřešt’ál, M. Šob, Re-modeling of Laves phases in the Cr–Nb and Cr–Ta systems using first-principles results, Calphad 33, 179-186 (2009). doi:10.1016/j.calphad.2008.04.006
  3. Hai-Jin Lu, Nan Zou, Xu-Shan Zhao, Jian-Yun Shen, Xiao-Gang Lu, Yan-Lin He, Thermodynamic investigation of the Zr-Fe-Nb system and its applications, Intermetallics 88, 91-100 (2017). doi:10.1016/j.intermet.2017.05.008
  4. 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
  5. Clemens Schmetterer, Alexandra Khvan, Aurélie Jacob, Bengt Hallstedt, Torsten Markus, A New Theoretical Study of the Cr-Nb System, J. Phase Equilib. Diffus. 35, 434-444 (2014). doi:10.1007/s11669-014-0313-y
  6. Joaquim G. Costa Neto, Suzana G. Fries, Hans Leo Lukas, Sérgio Gama, Günter Effenberg, Thermodynamic optimisation of the Nb-Cr system, Calphad 17, 219-228 (1993). doi:10.1016/0364-5916(93)90001-r
  7. Jia-Yi Yan, G.B. Olson, Computational thermodynamics and kinetics of displacive transformations in titanium-based alloys, Journal of Alloys and Compounds 673, 441-454 (2016). doi:10.1016/j.jallcom.2016.02.251
  8. Shuhong Liu, Bengt Hallstedt, Denis Music, Yong Du, Ab initio calculations and thermodynamic modeling for the Fe–Mn–Nb system, Calphad 38, 43-58 (2012). doi:10.1016/j.calphad.2012.03.004
  9. G. Ghosh, A. van de Walle, M. Asta, G.B. Olson, Phase stability of the Hf-Nb system: From first-principles to CALPHAD, Calphad 26, 491-511 (2002). doi:10.1016/s0364-5916(02)80003-7
  10. Xuan L. Liu, Chelsey Z. Hargather, Zi-Kui Liu, First-principles aided thermodynamic modeling of the Nb–Re system, Calphad 41, 119-127 (2013). doi:10.1016/j.calphad.2013.02.006
  11. Yan Li, Changrong Li, Zhenmin Du, Cuiping Guo, Thermodynamic optimization of the Nb–Si–W ternary system, Calphad 43, 112-123 (2013). doi:10.1016/j.calphad.2013.04.004
  12. G. Shao, Thermodynamic assessment of the Nb–Si–Al system, Intermetallics 12, 655-664 (2004). doi:10.1016/j.intermet.2004.03.011