2015
DOI: 10.1016/j.molliq.2014.12.042
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Ability of the Prigogine–Flory–Patterson model to predict partial molar volumes of binary liquid mixtures

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Cited by 12 publications
(4 citation statements)
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“…In the literature, the excess volume is often modeled with a Redlich–Kister-type equation, which can be described by For binary mixtures, when the summation is limited to the first two terms, it reduces to This can be expanded into a third-order polynomial: Referring to CO 2 as component 1 and cyclohexane as component 2, the present excess volume data were fitted to this third-order polynomial and the parameters A 0 and A 1 were evaluated using mole fractions describing each composition. They were then fitted to the following second-order polynomials to describe the temperature dependence of these parameters: The coefficients a , b , c , d , e , and f were then fit to second-order polynomials of the form to describe their variations with pressure ( P ).…”
Section: Resultsmentioning
confidence: 96%
“…In the literature, the excess volume is often modeled with a Redlich–Kister-type equation, which can be described by For binary mixtures, when the summation is limited to the first two terms, it reduces to This can be expanded into a third-order polynomial: Referring to CO 2 as component 1 and cyclohexane as component 2, the present excess volume data were fitted to this third-order polynomial and the parameters A 0 and A 1 were evaluated using mole fractions describing each composition. They were then fitted to the following second-order polynomials to describe the temperature dependence of these parameters: The coefficients a , b , c , d , e , and f were then fit to second-order polynomials of the form to describe their variations with pressure ( P ).…”
Section: Resultsmentioning
confidence: 96%
“…It is derived from the contribution of a constituent to the total volume of the mixture . The partial molar volume of component 1 (GVL) and of component 2 (2-ME, 2-EE, 2-PE, and 2-BE) in these mixtures over the entire composition range were calculated by using the following relations where V m,1 * and V m,2 * are the molar volumes for pure components, GVL and 2-alkoxyethanols, respectively. The derivative in eqs and was obtained by differentiation of eq , which leads to eqs and for and …”
Section: Resultsmentioning
confidence: 99%
“…0,7936 [21] 0,9991 [21] 1,3627 [21] 1,3334 [18] 293,15 0,7897 [22] 0,9982 [19] 1,3601 [19] 1,3330 [18] 298,15 0,7853 [22] 0,9970 [19] 1,3593 [07] 1,3324 [07] Los datos de densidad estimados para las soluciones acuosas de etanol son comparados con los estimados a través de la relación de Gladstone-Dale, dada por la ecuación (9), obteniéndose resultados aproximados a los estimados a través del método utilizado en esta investigación, como se puede observar en la tabla 5, y, por tanto, esta comparación funciona como método de validación, lo cual garantiza que los datos obtenidos de densidad para las soluciones acuosas de [Emim]…”
Section: Resultados Y Análisisunclassified
“…Donde V 2 y V m representan el volumen molar parcial del componente 2 y el volumen molar de la mezcla, respectivamente [17,18].…”
Section: Descripción Teórica De La Estimación De La Densidad Y Propieunclassified