Equilibrium between Rubber and Alcohol-Benzene Solutions

1954 ◽  
Vol 27 (1) ◽  
pp. 165-174
Author(s):  
G. L. Starobinets ◽  
V. S. Komarov

Abstract 1. The swelling in the gaseous phase at 20° C of a digested vulcanizate of natural rubber was studied through the entire range of compositions of the following binary systems: methyl alcohol-benzene, ethyl alcohol-benzene, n-propyl alcohol-benzene, n-butyl alcohol-benzene, and n-hexanol-benzene, and in a system of octadecanol-benzene at 60° V in the liquid phase. The swelling-composition curves show a maximum in the first three systems enumerated and a minimum in the latter system. 2. In the first five systems, the concentrations of the components of the equilibrium solution phase and the rubber phase were measured by means of an interferometer. 3. The coefficient of distribution of alcohol between the polymer and solution phases decreased from 1.6 in the methyl alcohol-benzene system to 0.3 in the n-hexanol-benzene system. The decrease of the coefficient of distribution of alcohol through the series of homologs is attributable to the dipolar character of the alcohol molecules. The coefficient of distribution of benzene between the two phases decreased from 16.6 in the methyl alcohol-benzene system to 6.3 in the n-hexanol-benzene system. This decrease of the coefficient of distribution of benzene is caused by the weakening of the quasi-crystalline structure in passing from methyl alcohol to the higher alcohols. 4. From an analysis of the distribution of alcohol between the solution and polymer, and also from a comparison of these curves with the curves of distribution of alcohol between the binary solution and its saturated vapor, it follows that rubber absorbs individual alcohol molecules, but not associates of them. 5. From a comparison of data on the distribution of the components of the binary solution between the polymer and equilibrium solution, and also from an analysis of the curves of partial free energy of the components of both phases, it follows that the general nature of the curves of isothermic equilibrium in the systems studied accords with the hypothesis of Konovalov; at the maximum points on the swelling curves, the composition of both phases is equal. The degree of swelling increases with increase of the concentration of the component in highest concentration in the polymer. 6. The existence of points of constant composition on the swelling curves is confirmed by measurements of the swelling by the volumetric method. Only for the compositions of solutions which correspond to the maximum points on the swelling curves, the volume in the condenser in whose vapors the specimen is suspended does not change with time. In more dilute solutions, the volume decreases ; in more concentrated solutions it increases, with time. 7. There is a close relation between the degree of swelling and the structure of a solution. The more pronounced the quasi-crystalline structure of the solution, the higher is the swelling-composition curve on the graph. The values of the degree of swelling and the Kirkwood-Anselm correlation parameter change in parallel for a given composition of the solution, in passing from one alcohol to another.

Clay Minerals ◽  
2015 ◽  
Vol 50 (1) ◽  
pp. 91-101 ◽  
Author(s):  
I. Nuić ◽  
M. Trgo ◽  
J. Perić ◽  
N. Vukojević Medvidović

AbstractThe removal of lead and zinc from a binary solution by fixed bed depths (40, 80 and 120 mm) of a natural zeolite was examined at a flow rate of 1 mL/min. The results obtained were fitted to the Bed Depth Service Time (BDST) model and the parameters of the model (q and k) were used to design a column system for flow rates of 2 and 3 mL/min at a bed depth of 80 mm. The experimental results were in excellent agreement with those predicted and experimental breakthrough curves for the binary systems were obtained. This approach facilitates the design of effective binary column processes without additional experimentation. Two major design parameters, the Empty Bed Contact Time (EBCT) and the zeolite usage rate, were calculated. The highest EBCT value of 13.56 min represents the optimal conditions for the binary (Pb+Zn) solution.


1979 ◽  
Vol 44 (6) ◽  
pp. 1841-1851 ◽  
Author(s):  
Vladimír Dohnal ◽  
Robert Holub ◽  
Jiří Pick

A relation for the limiting activity coefficient and for the partial excess enthalpy of binary solution was derived from the Barker quasi-lattice theory. On the basis of these equations we found the relations between γi##h or hiE ##h for some groups of related binary systems in an especially simple form so that is it possible to convert these quantities from one system to another without the evaluation or knowledge of adjustable energy parameters. For some predictions it is only necessary to choose a geometrical model of molecules involved in them. The relations were obtained for binary systems whose one component is formed by monotonous molecules varying in size (such as n-alkanes) and the other component is arbitrary. A very simple relation also holds for limiting activity coefficients of substances forming homologous series in two arbitrary solvents. The practical utility and accuracy of the relations obtained is demonstrated on a number of examples. The agreement with experimental data is excellent for absolute majority of the systems tested.


A brief review of the condensation theory of Becker & Döring (1935) and Frenkel (1946) is given. It is shown that the theory is subject to the limitation that it assumes that small molecular complexes behave like liquid droplets. This is not the case for complexes consisting of a few molecules only, so that the rate of condensation expected from the theory may be altered by an appreciable amount. The Becker & Döring expression for critical supersaturation is compared with the cloud-chamber measurements of Volmer & Flood (1934), taking into account the rapid heating of the gas after the fast expansion. It is found to be in approximate agreement for water and some of the alcohols, but methyl alcohol, benzene and carbon tetrachloride show large discrepancies. More measurements of critical supersaturations are needed.


1971 ◽  
Vol 49 (16) ◽  
pp. 2636-2642 ◽  
Author(s):  
Digby D. Macdonald ◽  
J. B. Hyne

Thermal pressure and energy–volume coefficients have been determined for various methyl alcohol – water and t-butyl alcohol – water mixtures at several temperatures in the range 19–55 °C. The energy–volume coefficient is found to pass through a maximum at 0.3–0.4 mole fraction methyl alcohol and 0.1 mole fraction t-butyl alcohol. This behavior is consistent with the average intermolecular distance passing through a minimum in both systems at the corresponding solvent compositions. The relationship between the energy–volume coefficient, the cohesive energy density, and the structure of aqueous binary systems is examined. The temperature dependence of the thermal pressure coefficient is discussed in terms of the effect of temperature on the susceptibility of the entropy of the two systems to isothermal expansion.


Author(s):  
Yudi Aris Sulistiyo ◽  
◽  
Vivi Ruthmianingsih ◽  
Inayatul Mukarromah ◽  
Tanti Haryati ◽  
...  

The present study investigates the removal of Pb2+ using silica gel (SG) in the presence of the Cu2+ (Pb-Cu) and methylene blue (Pb-MB) ion competitor. These pollutants are toxic and harmful to the ecosystem. The presence of the multicomponent pollutants causes more complications to remove from the water system. The adsorptions were examined in a batch system under certain experimental conditions (pH solution system and contact time). Meanwhile, the FTIR spectrophotometer determines the differences adsorption interaction in silica functional groups before and after adsorption. The results showed that the silanol group of silica gel acted as an adsorption site. In the single systems, the adsorption capacity of silica gel follows the order MB > Cu2+ > Pb2+ of around 84.03; 64.81; and 56.88 mg.L−1, respectively. The kinetic adsorptions of both single and binary systems were best fitted to pseudo-second-order models. In the binary solution systems, both adsorption capacity and adsorption rate of each component decreased compared to the single system. The results indicated that the cationic competitors influenced the Pb2+ adsorption, or vice versa, depending on the amount of charge and adsorption affinity.


Mayer’s method for the expansion of the partition function of a gas is adapted to the calculation of the partition function of a binary solid solution. The partition function is expanded in powers of the atomic fraction. Singularities in this expansion correspond to a phase transition. The singularity can be calculated in the simplest case of a binary solution with a two-phase region. This case is treated in full; the limits of solubility and the specific heat are obtained. The latter is discontinuous at the phase boundaries.


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