2020
DOI: 10.35857/2663-3566.120.10
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Thermodynamic studies in the MgO – FeO – Al2O3 system

Abstract: Prediction of the phase composition is one of the most important tasks in the development of new refractory materials and their operation in thermal units. The most complete information on phase interactions and thermodynamic stability of phase combinations is contained in the phase diagrams. The article presents thermodynamic studies of the three - component system MgO – FeO – Al2O3, which is of great interest for the production of refractory materials with high performance characteristics. Based on the… Show more

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“…Reaction ( 3) is reversible at a temperature of 1141 K (Table 2), and the combination of the MgO and In the Al2O3 -TiO2 -FeO subsystem, reaction (4) is the most thermodynamically probable and ensures the stability of the combination of the starting compounds Al2O3 and FeTiO3 (positive and maximum values of ΔG in modulus according to Table 2), according to reaction (5), the combination of compounds in the reaction products is more stable: FeAl2O4 and FeTiO3 (negative values of ΔG in the entire investigated temperature range (see Table 2):…”
Section: Methodsmentioning
confidence: 99%
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“…Reaction ( 3) is reversible at a temperature of 1141 K (Table 2), and the combination of the MgO and In the Al2O3 -TiO2 -FeO subsystem, reaction (4) is the most thermodynamically probable and ensures the stability of the combination of the starting compounds Al2O3 and FeTiO3 (positive and maximum values of ΔG in modulus according to Table 2), according to reaction (5), the combination of compounds in the reaction products is more stable: FeAl2O4 and FeTiO3 (negative values of ΔG in the entire investigated temperature range (see Table 2):…”
Section: Methodsmentioning
confidence: 99%
“…We carried out a thermodynamic analysis of the subsolidus structure of the MgO -Al2O3 -FeO -TiO2 system by comparing the Gibbs free energy in the temperature range 800 -2076 K according to the method [4], using the thermodynamic data presented in table. 1, for model solid-phase exchange reactions [5,6]. The calculation of the change in the Gibbs free energy with temperature makes it possible to judge the direction of the solid-phase reactions and the preference for the formation of certain combinations of phases [7].…”
Section: Introductionmentioning
confidence: 99%