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分層體系二元相圖的熱力學分析

Thermodynamic Analysis of the Binary Phase Diagram Involving Two Phase Layers

  • 摘要: 出現分層曲線的二元相圖,可以按臨界點將曲線分為兩部分,lα和lβ;對應分層的兩溶液相α,β的熱力學性質有4個:IIE(α),S~E(α),IIE(β),SE(β)。加上相圖中兩溫度-組成曲線lα和lβ共6個量,經過熱力學分析可以給出這6個量間的關系:假設這6個量間的任意4個已知,可以將另外2個量計算出來。因此,在一些條件下,可以給出有價值的結論或公式。

     

    Abstract: For the binary phase diagram involving two phase layers, the layer curve can be individed into two parts lα and lβ from the critical point. General relationships between the binary phase diagram and the thermodynamic properties of the phases have been given in this paper. It is shown that a knowledge of any four of the following six quantites is sufficient to permit the other two to be calculated exactly:the layers curve lα and lβ, enthalpy of the a phase, entropy of the a phase, enthalpy of the β phase, entropy of the β phase. Consequently, some very useful formulas, such as the formulas for calculating activities from phase diagram can be dirven.

     

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