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Vapor equilibrium technique

Falk et al. conducted early FTIR studies of the structure of water in this ionomer, and the papers of these investigators serve as an excellent resource for the various band assignments, as tabulated in the book edited by Eisenberg and Yeager. The results of these studies were significant on a quantitative basis, in part, due to their careful control of water content by a vapor equilibrium technique that allowed for reproducibility as well as precise determination of the H20/SOs ratio. [Pg.324]

In the author s laboratory, two experimental techniques have been developed for controlling the water content. In the vapor equilibrium technique the membrane is suspended in a hygrostatic... [Pg.138]

Figure 14. The region of OD stretching fundamental in the spectrum of HDO in Nafion 125 (sodium form, 95% H, 5% D). The top spectrum was obtained by the sandwiched film technique, the others by the vapor equilibrium technique. The point-by-point spectrum was recorded with 3-min time lapses between points to minimize... Figure 14. The region of OD stretching fundamental in the spectrum of HDO in Nafion 125 (sodium form, 95% H, 5% D). The top spectrum was obtained by the sandwiched film technique, the others by the vapor equilibrium technique. The point-by-point spectrum was recorded with 3-min time lapses between points to minimize...
Figure 15. Plot of the frequency of the B component of OD stretching of HDO in Nafion 125 as a function of water content. Key [], sandwiched film technique o, vapor equilibrium technique. Figure 15. Plot of the frequency of the B component of OD stretching of HDO in Nafion 125 as a function of water content. Key [], sandwiched film technique o, vapor equilibrium technique.
We are at a loss to explain the discrepancy in the BF3 enthalpies of interaction with the sulfur donors. Steric effects may be operative, but this is far from the whole story for the BCI3 interaction is much larger than BF3 with these donors. Furthermore, using the tentative ( 113)3 parameters to estimate those of ( 2115)3 , we calculate an enthalpy from E and of 11.1 k.cal mole- for the BF3-P( 2H6)3 adduct compared to a measured value of 9.5 k.cal mole i. The authors report much difficulty with the sulfur donor system, but their error estimates could not possibly account for the difference between our calculated and the observed result. The behavior of ( 2115)35 compared to ( 2115)3 is clearly inconsistent with the behavior of these two donors toward ( 2H5)sAl where both enthalpies are correctly predicted with our parameters. It may be that the BF3-( 2115)25 system has an even lower equilibrium constant than reported and is completely dissociated over the temperature range studied. (This would require a very different entropy if the — AH predicted by E and were correct.) A slight impurity (reported to be less than 0.1%) or decomposition product could interact appreciably with BF3 and changing pressure contributions from this adduct with temperature could be attributed incorrectly to the sulfur donor adduct. The actual BF3-sulfur donor adduct would then be a very common example of an adduct which cannot be studied by the vapor pressure technique because it is completely dissociated at the temperatures at which one of the components has appreciable vapor pressure. We have examined the reaction of BF3 ( 2Hs) 2O with large excess of ( H2) 4S in dichloroethane solution at 25 ° and have found the equilibrium constant to be too low to be measured calorimetrically. [Pg.113]

Sedimentation equilibrium technique, 19 256 Sedimentation velocity technique, 19 256 Sediments, arsenic in marine samples, 44 149, 162-164, 169, 181 [Se U ] cations, 35 297-298 Selective vaporization, for preparation of actinide metals, 31 12-13, 26 Selenide, production, 38 82 Selenium... [Pg.269]

The background of shortcut methods is well treated in the books of King (1980) and Henley and Seader (1981). Here attention will be directed to application of the techniques. These shortcut methods assume constant molal overflow in the rectifying and stripping zones and constant relative volatilities, which may be taken at the conditions of the feed tray or as a geometric mean of the values at the top and bottom of the column. Since the top conditions are not known completely in advance, evaluation of a mean relative volatility is an iterative process that can be started with the value at the feed tray or at the feed condition. Particular modes of variation of a sometimes are assumed. The method of Winn assumes that the vaporization equilibrium ratios vary as... [Pg.395]

The synthesis of large clusters such as [A Ris]3- (Chapters 2 and 3) proceeds by A1 atom cluster-core build up. Cluster-core growth is terminated at some point by external ligands. The method of Schnockel is a variation of metal-atom vapor-deposition techniques and relies on (a) the reversibility of the equilibrium between the liquid metal, e.g., Al, and gaseous metal halide, e.g., AICI3, with gaseous subhalide, e.g., A1C1 (b) the shift in equilibrium position with temperature and (c) competitive rates at similar temperatures of subhalide disproportionation to metal... [Pg.313]

The pore size distribution or its mean value of a porous inorganic membrane can be assessed by a number of physical methods. These include microscopic techniques, bubble pressure and gas transport methods, mercury porosimetry, liquid-vapor equilibrium methods (such as nitrogen adsorption/desorption), gas-liquid equilibrium methods (such as permporometry), liquid-solid equilibrium methods (thcrmoporometry) and molecular probe methods. These methods will be briefly surveyed as follows. [Pg.102]

Drowart and co-workers have used the Knudsen effusion-mass spectroraetric technique to determine the vapor equilibrium over the systems SiC-graphite (1 ) and boron-silicon-graphite (2 ). 3rd law analysis of the partial pressures of Si and SiC yields the results summarized below. The adopted value, A.H (298.15 K) 172 8 is the mean of the two results and the uncertainty... [Pg.635]

The thermodynamics of the n-paraffin n-olefin step (see Fig. 1) indicates a maximum attainable first step conversion of between 0.04 and 0.6%, depending on whether dehydrogenation occurs to predominantly one double-bond isomer like 1-hexene, as one extreme case, or possibly all double bond isomers at full equilibrium concentration, as the other. Thus the observed action of polyfunctional coaction is not trivial, by, the definition of Section II,C, and represents a demonstration which in view of its simplicity, would even lend itself—like others to be discussed below—to classroom demonstration, since product spectra can now be displayed essentially immediately with simple vapor chromatographic techniques. [Pg.159]

There has been little work done to date on the nature of the three-phase substrate-solid-liquid intersection, and there is little guidance in predicting the magnitude of the equilibrium contact angle 9 that enters into classical nucleation theory in the factor f(0). Considerably more work has been done on the contact angle in substrate-liquid-vapor equilibrium, which determines the wetting properties of the liquid for the substrate. It is possible that some of the techniques developed for that problem may be applicable to the study of surface-induced nucleation of crystallization. [Pg.293]

This phenomenon can be calculated using flash equilibrium techniques. It is important that we try to understand this phenomenon qualitatively. The tendency of any one component in the process stream to flash to the vapor phase depends on its partial pressure. The partial pressiure of a component in a vessel is defined as the number of molecules of that component in the vapor space divided by the total number of molecules of all components in the vapor space times the pressure in the vessel. Since the partial pressure of a component is a function of the system s pressure, an increase in the system s pressure will increase the component s partial pressure. The increase in partial pressure reduces the component s equihbrium constant, and the molecules of that component tend toward the liquid phase. As the separator pressure is increased, the liquid flow rate out of the separator increases. [Pg.88]

The simplest method to measure gas solubilities is what we will call the stoichiometric technique. It can be done either at constant pressure or with a constant volume of gas. For the constant pressure technique, a given mass of IL is brought into contact with the gas at a fixed pressure. The liquid is stirred vigorously to enhance mass transfer and to allow approach to equilibrium. The total volume of gas delivered to the system (minus the vapor space) is used to determine the solubility. If the experiments are performed at pressures sufficiently high that the ideal gas law does not apply, then accurate equations of state can be employed to convert the volume of gas into moles. For the constant volume technique, a loiown volume of gas is brought into contact with the stirred ionic liquid sample. Once equilibrium is reached, the pressure is noted, and the solubility is determined as before. The effect of temperature (and thus enthalpies and entropies) can be determined by repetition of the experiment at multiple temperatures. [Pg.84]

The equilibria between clathrate and gas, and Qa, clathrate, and gas could be determined by using w-propanol as the auxiliary solvent.53 In the latter equilibrium, the composition of the clathrate is found from the amount of gas required for the conversion of a given amount of solid a-hydroquinone suspended in the propanol solution into clathrate at constant temperature and pressure. The dissociation pressure of the clathrate is given by the total pressure of the four-phase equilibrium -clathrate-solution-gas, corrected for the vapor pressure of w-propanol saturated with a-hydroquinone. Using this technique it was found that the equilibrium clathrates of hydroquinone and argon have yA = 0.34 at 25°C63 and 0.28 at 60°C.28... [Pg.39]

Binary (vapor + liquid) equilibria studies involve the determination of / as a function of composition. the mole fraction in the liquid phase. Of special interest is the dependence of/ on composition in the limit of infinite dilution. In the examples which follow, equilibrium vapor pressures, p,. are measured and described. These vapor pressures can be corrected to vapor fugacities using the techniques described in the previous section. As stated earlier, at the low pressures involved in most experiments, the difference between p, and / is very small, and we will ignore it unless a specific application requires a differentiation between the two. [Pg.268]

Semibatch or fully continuous operation with continuous removal of a by-product gas is also common. It is an important technique for relieving an equilibrium limitation, e.g., by-product water in an esterification. The pressure in the vapor space can be reduced or a dry, inert gas can be sparged to increase Ai and lower a, thereby increasing mass transfer and lowering u/ so that the forward reaction can proceed. [Pg.389]

We have seen that the deposition of crystals from the vapor is much too slow to model by MD techniques. Most laboratory equipment for producing thin films involves relatively slow crystal growth processes, and is not suitable for direct simulation. Information on the stability and properties of thin films can be obtained by similar modeling techniques, however. We describe below some of our results that provide necessary data to find the equilibrium configuration of thin films at low temperatures. [Pg.230]

One of the most crucial influencing factors in planar chromatography is the vapor space and the interactions involved. The fact that the gas phase is present, in addition to stationary and mobile phases, makes planar chromatography different from other chromatographic techniques. Owing to the characteristic of an open system the stationary, mobile, and vapor phases interact with each other until they all are in equihbrium. This equilibrium is much faster obtained if chamber saturation is employed. This is the reason for differences in separation quality when saturated and unsaturated chambers are used. However, the humidity of the ambient air can also influence the activity of the layer and, thus, separation. Especially during sample application, the equihbrium between layer activity and relative humidity of the... [Pg.124]

Distillation is a suitable technique for the isolation of volatile organic compounds from liquid samples or the soluble portion of solid samples [24,27-30]. The physical basis of separation depends on the distribution of constituents between the liquid mixture and the vapor in equilibrium with that mixture. The more volatile constituents are concentrated in the vapor phase, which is collected after condensation. The effectiveness of the separation is dependent on the physical properties of the... [Pg.885]


See other pages where Vapor equilibrium technique is mentioned: [Pg.140]    [Pg.161]    [Pg.787]    [Pg.140]    [Pg.161]    [Pg.787]    [Pg.289]    [Pg.192]    [Pg.79]    [Pg.115]    [Pg.466]    [Pg.49]    [Pg.281]    [Pg.218]    [Pg.5]    [Pg.284]    [Pg.1150]    [Pg.65]    [Pg.368]    [Pg.380]    [Pg.110]    [Pg.451]    [Pg.177]    [Pg.171]    [Pg.225]    [Pg.17]   


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