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Dimension Reduction Method in Thermodynamics of Multireaction Systems(Ⅰ)Mole Numbers,Thermodynamic Properties and Partial Molar Properties Relations 被引量:1

Dimension Reduction Method in Thermodynamics of Multireaction Systems (Ⅰ) Mole Numbers, Thermodynamic Properties and Partial Molar Properties Relations
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摘要 When species in solution undergo multiple chemical reactions the solution may be treatedas a solution of all species actually present or as a hypothetical solution composed of unreactedindependent species.Based on the fundamental thermodynamic principle the relationships of themole numbers,the molar fractions,the thermodynamic properties and the partial molar propertiesbetween the hypothetical solution of unreacted independent species and the equilibrated solutionof actual species have been established.The hypothetical solution provides a way of reducing thedimensionality of problem and simplifying the analysis. When species in solution undergo multiple chemical reactions the solution may be treated as a solution of all species actually present or as a hypothetical solution composed of unreacted independent species. Based on the fundamental thermodynamic principle the relationships of the mole numbers, the molar fractions, the thermodynamic properties and the partial molar properties between the hypothetical solution of unreacted independent species and the equilibrated solution of actual species have been established. The hypothetical solution provides a way of reducing the dimensionality of problem and simplifying the analysis.
出处 《Chinese Journal of Chemical Engineering》 SCIE EI CAS CSCD 1998年第4期12-20,共9页 中国化学工程学报(英文版)
基金 Supported by Zhejiang Provincial Natural Science Foundation of China.
关键词 THERMODYNAMICS phase EQUILIBRIUM multireaction thermodynamics, phase equilibrium, multireaction
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