ZrB2: enthalpy of formation

6 accepted literature formation-enthalpy value(s) (experimental 3, model 2, DFT 1).

Systems: B–Zr

Literature values

Enthalpy of formation of ZrB2 reported in the literature (6)
ValuePhase as printedT (K)ClassMethodSystemSourceLocationQuote
-108.9 unknown ± 2.1ZrB2298.15experimentalB–Zr[1] Tokunaga 2008
cites Johnson 1967 doi
Table 2, p. 5, row 8
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-107.7 unknown ± 1.7ZrB2298.15experimentalB–Zr[1] Tokunaga 2008
cites Huber 1964 doi
Table 2, p. 5, row 7
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-93 unknownZrB2298.15experimentalB–Zr[1] Tokunaga 2008
cites Kirpichev 1979
Table 2, p. 5, row 9
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-107.368 kJ/mol (basis unstated)ZrB2298.15modelB–Zr[2] Pan 2019p. 8
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The calculated enthalpy of formation of solid phases at 298 K is shown in Fig. 4 and the enthalpy of formation for ZrB2 was optimized to be - 107,368 J/mol, in accordance with the experimental values.[19,20]
-100.6 unknownZrB2modelThermodynamic analysisB–Zr[1] Tokunaga 2008Table 2, p. 5, row 6
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-100.3 unknownZrB20DFTFirst-principlesB–Zr[1] Tokunaga 2008Table 2, p. 5, row 5
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Uncertainty budget

Components kept separate, in the value's unit (literature SCHEMA.md, UNCERTAINTY_CALIBRATION.md): effective = max(sqrt(max(printed, reading, method)^2 + composition^2 + conversion^2), scatter). The method floor is the robust between-study scatter of the method class in ORCHID (calibrated) or a documented prior; printed values and printed uncertainties are unchanged.

Uncertainty budget of the literature values of ZrB2
ValueUnitPrintedReadingMethod (class, basis)CompositionScatterConversionEffective
-108.9unknown2.10.05unit 'unknown' not convertible to kJ/mol-atom2.1
-107.7unknown1.70.05unit 'unknown' not convertible to kJ/mol-atom1.7
-93unknown0.5unit 'unknown' not convertible to kJ/mol-atomunit 'unknown' not convertible to kJ/mol-atom
-107.368kJ/mol (basis unstated)5.000e-411.7 (model_calculated, calibrated)11.7
-100.6unknown0.05unit 'unknown' not convertible to kJ/mol-atomunit 'unknown' not convertible to kJ/mol-atom
-100.3unknown0.05unit 'unknown' not convertible to kJ/mol-atomunit 'unknown' not convertible to kJ/mol-atom

Sources

  1. Tatsuya Tokunaga, Ken Terashima, Hiroshi Ohtani, Mitsuhiro Hasebe, Thermodynamic Analysis of the Phase Equilibria in the Fe-Zr-B System, Mater. Trans. 49, 2534-2540 (2008). doi:10.2320/matertrans.mb200809
  2. Yafei Pan, Cong Zhang, Jiuxing Zhang, Lei Huang, Xinyu Yang, Yong Du et al., Thermodynamic Modeling of the B-Ti-Zr System Over the Whole Composition and Temperature Ranges, J. Phase Equilib. Diffus. 40, 364-374 (2019). doi:10.1007/s11669-019-00728-w