2020
DOI: 10.1016/j.rinp.2020.102969
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Estimation of the functions of some iron-based ternary systems within Miedema model and comparison with experiment

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Cited by 5 publications
(5 citation statements)
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“…Accordingly, equilibrium is achievable upon the Gibbs energy reaching its minimal state. This, in turn, means a thermodynamic force allowed a binary system to release its stored energy to create these phases 12 . The highest negative value of Gibbs free energy was noted in the Fe-Al-V ternary system (-25.16 KJ/mol), while the lowest negative value was found in the Fe-Al-Sn (-14.37 KJ/mol) binary system.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…Accordingly, equilibrium is achievable upon the Gibbs energy reaching its minimal state. This, in turn, means a thermodynamic force allowed a binary system to release its stored energy to create these phases 12 . The highest negative value of Gibbs free energy was noted in the Fe-Al-V ternary system (-25.16 KJ/mol), while the lowest negative value was found in the Fe-Al-Sn (-14.37 KJ/mol) binary system.…”
Section: Resultsmentioning
confidence: 99%
“…The diagrams of the phase state of binary systems have been extensively considered and found to be highly reliable 9,10 . The ternary systems diagrams (e.g., those Fe-Al based alloys) are more inclined to be researched than other alloys 11,12 . The methods adopted for evaluating the enthalpy frequently include CALPHAD, the Miedema model, and others.…”
Section: Introductionmentioning
confidence: 99%
“…The Miedema model is a semiempirical model for the mixing enthalpy of transition metal binary compounds based on the Wigner–Seitz model that studies the band structure properties of crystals and the basic physical parameters of elements. , After a series of deductions and simplifications of the Miedema model, the mixing enthalpy of the binary alloy Δ H AB can be expressed as follows normalΔ H AB = f AB x A [ 1 + μ A x B false( φ A φ B false) ] x B [ 1 + μ B x A false( φ B φ A false) ] x A V A 2 / 3 [ 1 + μ A x B false( φ A φ B false) ] + x B V B 2 / 3 [ 1 + μ B x A false( φ B φ A false) ] f AB = 2 p V A 2 / 3 V B 2 / 3 { q / p …”
Section: Thermodynamic Parameter Calculation Modelmentioning
confidence: 99%
“…The Miedema model is a semiempirical model for the mixing enthalpy of transition metal binary compounds based on the Wigner–Seitz model that studies the band structure properties of crystals and the basic physical parameters of elements. , After a series of deductions and simplifications of the Miedema model, the mixing enthalpy of the binary alloy Δ H AB can be expressed as follows where x A and x B are the mole fractions of alloy components A and B , respectively. V A and V B are the molar volumes of components A and B , respectively.…”
Section: Thermodynamic Parameter Calculation Modelmentioning
confidence: 99%
“…P, Q, and R* are constants. Constant P has values of 14.2 and 10.7 (Alsaedi et al, 2020;Imani & Enayati, 2017;Li, 2014). The metal status of being transitioned or non-transitioned describes this difference in P values.…”
Section: Thermodynamic Analysis Miedema Modelmentioning
confidence: 99%