Statistical-Mechanical Theory of Osmotic Pressure of One-Dimensional Multicomponent Systems. : II. Expansion in Terms of the Relative Molarities of the Solutes
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概要
- 論文の詳細を見る
The osmotic pressure is discussed for the one-dimensional solution of moleculeshaving hard cores and attractions of infinite range and of infinitesimal strength. Thevolumes of the solution and of the pure solvent kept in contact with the solutionthrough a semipermeable membrane (permitting the passage of the solvent only), thetotal number of solvent molecules, the number of molecules of each solute and thetemperature in equilibrium are assumed to be known. The expansion of the osmoticpressure, in terms of the relative molarities of the solutes, is obtained to the fourthorder. The present theory is regarded as an approximate theory of osmotic pressureof a three-dimensional solution, and can also give the number of solvent moleculesspontaneously flowing into the solution through the semipermeable membrane till theequilibrium is attained.
- 社団法人日本物理学会の論文
- 1992-01-15
著者
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Takano T
Department Of Mathematical Sciences Faculty Of Engineering Osaka University
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Takano Takehiko
Department Of Applied Physics Faculty Of Engineering Osaka University
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Ikeda Kazuyosi
Department Of Applied Physics Faculty Of Engineering Osaka University
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Ikeda Kazuyoshi
Department Of Applied Physics Faculty Of Engineering Osaka University
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TAKANO Takehiko
Department of Applied Physics, Faculty of Engineering Osaka University
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