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Partial molar volume ethanol

P rtl IMol r Properties. The properties of individual components in a mixture or solution play an important role in solution thermodynamics. These properties, which represent molar derivatives of such extensive quantities as Gibbs free energy and entropy, are called partial molar properties. For example, in a Hquid mixture of ethanol and water, the partial molar volume of ethanol and the partial molar volume of water have values that are, in general, quite different from the volumes of pure ethanol and pure water at the same temperature and pressure (21). If the mixture is an ideal solution, the partial molar volume of a component in solution is the same as the molar volume of the pure material at the same temperature and pressure. [Pg.235]

Numeric values for these volumes of solution that contain a fixed quantity (one mole) of water are listed in Column 5. The partial molar volumes can be determined by computing the derivative of the quantity in Column 5, the volume of a quantity of solution containing one mole of water and varying moles of ethanol, with respect to the number of moles of ethanol per mole of water, the quantity in Column 2. [Pg.410]

The partial molar volumes for water in the ethanol solutions can be calculated by analogous procedures. An interesting alternative method is the tangent method [2]. [Pg.412]

They are used as industrial solvents for small- and large-scale separation processes, and they have unusual thermodynamic properties, which depend in a complicated manner on composition, pressure, and temperature for example, the excess molar enthalpy (fp-) of ethanol + water mixture against concentration exhibits three extrema in its dependence on composition at 333.15 K and 0.4 MPa. The thermodynamic behavior of these systems is particularly intricate in the water-rich region, as illustrated by the dependencies of the molar heat capacity and partial molar volume on composition. This sensitivity of the partial molar properties indicates that structural changes occur in the water-rich region of these mixtures. Of course, the unique structural properties of water are responsible for this behavior. ... [Pg.11]

Fig. 35. Partial molar volumes in water-ethanol mixtures... Fig. 35. Partial molar volumes in water-ethanol mixtures...
Compute the partial molar volumes of methyl foimate in methanol-methyl formate and ethanol-methyl formate mixtures at 298.15 K for various compositions using the experimental data in Fig. 8. l-2fl and the following pure-component data ... [Pg.392]

A partial molar property of a component in a mixture may be either greater than or less than the corresponding pure-component molar property. Furthermore, the partial molar property may vary with composidon in a complicated way. Show this to be the case by computing (a) the partial molar volumes and (b) the partial molar enthalpies of ethanol and water in an ethanol-water mixture. (The data that follow are from Volumes 3 and 5 of the International Critical Tables, McGraw-Hill, New York, 1929.)... [Pg.394]

Figure 9.9 The partial molar volumes of ethanol Kg in ethanol-water mixtures as a function of ethanol mole fraction Xe for TIP3P (dotted line), TIP4P-EW [dot-dashed line),TlP5P-E (dashed line), SSDQOl (solid line), and... Figure 9.9 The partial molar volumes of ethanol Kg in ethanol-water mixtures as a function of ethanol mole fraction Xe for TIP3P (dotted line), TIP4P-EW [dot-dashed line),TlP5P-E (dashed line), SSDQOl (solid line), and...
Figure 3.5 Molar volumes (solid lines) and partial molar volumes (broken lines) for binary liquid mixtures. Top is for benzene(l)-carbon tetrachloride(2) mixtures at 25°C, 1 atm. Bottom is for water(l)-ethanol(2) mixtures at 20°C, 1 atm. Note that if the partial molar volume of one component in a binary increases, then by the Gibbs-Duhem equation (3.4.13), the partial molar volume of the other component must decrease. Values computed from data in [4]. Figure 3.5 Molar volumes (solid lines) and partial molar volumes (broken lines) for binary liquid mixtures. Top is for benzene(l)-carbon tetrachloride(2) mixtures at 25°C, 1 atm. Bottom is for water(l)-ethanol(2) mixtures at 20°C, 1 atm. Note that if the partial molar volume of one component in a binary increases, then by the Gibbs-Duhem equation (3.4.13), the partial molar volume of the other component must decrease. Values computed from data in [4].
The last equality is valid because a binary has dxi = -dx2- The simple form of the Gibbs-Duhem equation (3.4.13) says that in a binary at fixed T and P, if Fx increases as Xi increases, then P2 must simultaneously decrease. This behavior can be seen in the partial molar volumes plotted in Figure 3.5 for example, in the water-ethanol mixtures, Vgfgf increases with X2 while simultaneously decreases. [Pg.94]

Question. What meaning can be ascribed to a negative partial molar volume Let E denote ethanol and W denote water then... [Pg.99]

With the data of the previous example, plot the excess volume as a function of the mol fraction of ethanol and determine the partial molar volumes of the two components at ethanol mol fraction of 0.4. [Pg.413]

Partial molar volume of water in water-ethanol mixtures The second well-known property of aqueous solution is the partial molar volume PMV) of water in dilute solutions of ethanol in water. [Pg.116]

Fig. 2.1 The partial molar volumes of water in mixtures of water and ethanol as a function of the mole fraction of ethanol x. Fig. 2.1 The partial molar volumes of water in mixtures of water and ethanol as a function of the mole fraction of ethanol x.
Now we mix water and ethanol and let it sit on a bench. After a while, about an hour, the partial molar volumes of water and ethanol have changed and the total volume is no more 1,000.0 mL. To find out the total volume of water you will multiply the number of moles of water - unchanged in pure water and in mixture -by the molar volume of water in a 2 8 mixture with ethanol. This will give you the following relation ... [Pg.58]

Figure 30.11 Partial molar volumes v of alcohol water mixtures, versus alcohol concentration, for methanol (MeOH), ethanol (EtOH), n-propanol (n-PrOH), and f-butanol -BuOH). Source F Franks Water, The Royal Society of Chemistry, London, 1983. [Pg.586]

A brief outline of the inversion procedure is given below. We consider a two component system, say of water (W) and ethanol (E). The isothermal compressibility Kt, the partial molar volumes Ve, and the derivatives of the chemical potentials are given in Eqs. (6.7.38)-(6.7.41). These are... [Pg.381]

Parmar ML, Avasthi RK, GuleriaMK (2004)A study of partial molar volumes of citric acid and tartaric acid in water and binary aqueous mixtures of ethanol at various temperatures. J Chem Pharm Res 116 33-38... [Pg.135]

Following are data on the density of ethanol-water solutions at 20°C. Calculate the volume of a solution containing 0.700 mol of water and the appropriate amount of ethanol for each of the data points except for the 0% and 100% data points. Determine the partial molar volume of ethanol at an ethanol mole fraction of 0.300, hy either graphical or numerical means. [Pg.188]

From the intercepts in Figure 4.3, determine the partial molar volumes of ethanol (substance 1) and water (substance 2) if the mole fraction of ethanol is equal to 0.500. The molar volumes of the pure substances are = 58.4cm mol , V 2 = 18.02 cm mol . ... [Pg.193]

FIGURE 6.2 Measuring the partial molar volume by dissolving ethanol in 1000 g of water at 20°C and 1 atm. [Pg.74]

Example 6.1 From the data shown in Figure 6.3 estimate the partial molar volume of ethanol in water solution at ethanol molalities of 0 and 1 molar, at 20°C. [Pg.75]

Example 6.4 Using Figure 6.5, estimate the partial molar volumes of ethanol and of water in a solution that is 1 molar in ethanol, by Eq. 6.17. [Pg.77]

The partial molar volumes for ethanol computed here and in Example 6.1 are the same. The method used in Example 6.1 does not give a value for the partial molar volume of water, which this method does. See also Problem 6.4. ... [Pg.78]

Show that by using this equation in Example 6.4 we compute a partial molar volume for ethanol of 0.0554 L/mol. Explain why the answer is different from that in Example 6.4. [Pg.85]


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See also in sourсe #XX -- [ Pg.116 , Pg.117 ]




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