FeO-Fe2O3-SiO2渣系的作用浓度计算模型

The Calculating Model of Mass Action Concentrations for the Slag System FeO-Fe2O3-SiO2

  • 摘要: 根据共存理论的基本观点,从FeOn-SiO2渣系的相图和粘度数据及FeOn-Fe2O3相图确定了本渣系的结构单元为Fe2+,O2-简单离子和SiO2,Fe2O3,Fe3O4及Fe2SiO4分子。在此基础上利用Fe2SiO4和Fe3O4的标准生成自由能数据推导了计算Feo-Fe2O3-SiO2渣系各组元作用浓度的模型。
    计算的NFetO与实测的αFetO符合,且NFetO、NSiO2NFe2SiO4和炉渣总质点数∑n随B_1=\frac\Sigma n\rmFeO\Sigma n\rmSi\rmO_2而改变,而NFe2O3NFe2O4随B_2=\frac\Sigma n\rmFeO\Sigma n\rmF\rme_2\rmO_3而改变,表明Fe2SiO4和Fe3O4的混合是理想的,两者间的相互影响是不大的。

     

    Abstract: In accordance with the coexistence theory of slag structure, the structural units of FeO-Fe2O3-SiO2 melts have been determined as simple ions Fe2+, O2- and molecules SiO2, Fe2O3, Fe3O4, Fe2SiO4 as well from the phase diagram and viscosity data of FeOn-SiO2 system and phase diagram of FeOn-Fe2O3. On the basis of these structural units and using the standard free energies of Fe2SiO4 and Fe3O4 formation, calculating model of mass action concentrations for FeO-Fe2O3-SiO2 melts has been deduced.
    The calculated NFetO are identical with the measured αFetO. The mass action concentrations of NFetO, NSiO2, NFe2SiO4 and the sum of moles Σn change with respect to the basicity B_1=\frac\Sigma n\rmFeO\Sigma n\rmSi\rmO_2, but themass action concentrations NFe2O3 and NFe3O4 change with respect to the basicity B_2=\frac\Sigma n\rmFeO\Sigma n\rmF\rme_2\rmO_3, showing that the mixing of Fe2SiO4 and Fe3O4 isideal and their mutual effects are small.

     

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