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Compositional equilibrium

This overall flow pattern in a distillation column provides countercurrent contacting of vapor and hquid streams on all the trays through the column. Vapor and liquid phases on a given tray approach thermal, pressure, and composition equilibriums to an extent dependent upon the efficiency of the contac ting tray. [Pg.1242]

Whenever data are available for a given system under similar conditions of temperature, pressure, and composition, equilibrium distribution coefficients (iC = y/x) provide a much more rehable tool for predicting vapor-liquid distributions. A detailed discussion of equilibrium iC vahies is presented in Sec. 13. [Pg.1351]

Stream Description Upper bound on flowrate (kg/s) Supply composition Target composition Equilibrium distributicHi coefficient mj = y/xj Cost Cj (Vkgof recirculation MSA)... [Pg.129]

The distribution of metals between dissolved and particulate phases in aquatic systems is governed by a competition between precipitation and adsorption (and transport as particles) versus dissolution and formation of soluble complexes (and transport in the solution phase). A great deal is known about the thermodynamics of these reactions, and in many cases it is possible to explain or predict semi-quantita-tively the equilibrium speciation of a metal in an environmental system. Predictions of complete speciation of the metal are often limited by inadequate information on chemical composition, equilibrium constants, and reaction rates. [Pg.415]

The mass transfer coefficients, Kg and Ky, are overall coefficients analogous to an overall heat transfer coefficient, but the analogy between heat and mass transfer breaks down for mass transfer across a phase boundary. Temperature has a common measure, so that thermal equilibrium is reached when the two phases have the same temperature. Compositional equilibrium is achieved at different values for the phase compositions. The equilibrium concentrations are related, not by equality, as for temperature, but by proportionality through an equilibrium relationship. This proportionality constant can be the Henry s law constant Kh, but there is no guarantee that Henry s law will apply over the necessary concentration range. More generally, Kyy is a function of composition and temperature that serves as a (local) proportionality constant between the gas- and liquid-phase concentrations. [Pg.384]

TABLE 18.9. Vapor and Liquid Compositions, Equilibrium Pressures, and Excess Enthalpies for Solutions of Acetonitrile and Benzene at 45°C... [Pg.435]

These subroutines are used to calculate respectively, the bubble temperature of a liquid composition, dew temperature of a vapor composition, equilibrium temperature and composition of the phases produced by the flash of a particular stream at known values of total vapor and liquid, and the composition and amount of the phases produced by the flash of a particular stream at a known temperature. All are done at the column pressure which applies. [Pg.307]

Chemistry The first topic to examine is the chemical reactions one wants to run and all the reactions that can occur. One immediately looks up the A and AGr,- to determine the heat release or absorption and the equilibrium composition. Equilibrium considerations also govern the temperature and pressure necessary for an acceptable equilibrium yield. This was the subject of Chapter 2. [Pg.325]

After a series of experiments has been performed as a function of temperature, we can obtain the relation between the composition, equilibrium oxygen pressure, and temperature as shown in Fig. 1.2 (the curves for different temperature never cross on the F,-composition plane). In this case, only phase (I) and (II) are assumed to be existent. Phase (I) is known as a... [Pg.2]

A chemical equilibrium system may generally consist of p distinct homogeneous sub-regions ( phases ) in coexistence. For such a composite equilibrium system, the total internal energy is additive in each subregion ... [Pg.308]

For the larger temperature changes, composition equilibrium lagged temperature equilibrium by perhaps an hour, but the temperature readjustment was slow enough normally to require some 8 hours between measurements. [Pg.160]

Thus, mechanical treatment of the reactant mixture does not trigger the reaction. Flowever, it significantly lowers the temperature required for the reaction by increasing the contact area between reactants. It also produces very uniform mixtures that requires much shorter heat treatment to attain composition equilibrium. [Pg.128]

Fig. 11. Second chromatography of porcine chymotrypsinogen A and trypsinogen (85). Both elutions are performed with buffers of constant composition (equilibrium chromatography). On the left chymotrypsinogen A (specific activity, 2.9). CM-cellu-lose column equilibrated and eluted with 0.03 M citrate, pH 5.0. On the right trypsinogen (specific activity, 0.35-0.37). CM-cellulose column equilibrated and eluted with pH 6.0 buffer 0.015 M in citrate and 10 < M in DFP. Ordinates and abscissas are the same as in Figs. 9 and 10. Solid line, activity. Dotted line, proteins. Fig. 11. Second chromatography of porcine chymotrypsinogen A and trypsinogen (85). Both elutions are performed with buffers of constant composition (equilibrium chromatography). On the left chymotrypsinogen A (specific activity, 2.9). CM-cellu-lose column equilibrated and eluted with 0.03 M citrate, pH 5.0. On the right trypsinogen (specific activity, 0.35-0.37). CM-cellulose column equilibrated and eluted with pH 6.0 buffer 0.015 M in citrate and 10 < M in DFP. Ordinates and abscissas are the same as in Figs. 9 and 10. Solid line, activity. Dotted line, proteins.
The morphology of Pd overlayers in electrochemical environments has been recently examined by in situ STM for Au(M/)-Pd films [62, 63] and by a combination of FTIR and SXS for Pt(lll)-Pd films [55, 64, 65], For the former system, it is surprising that the in situ study of the morphology of Pd films on Auihkl) in an electrochemical environment was possible, because UFIV experiments revealed that at room temperature the arrangement/composition of surface atoms changes continuously due to the surface segregation of Au (Fig. 3.3). In contrast to published results, the preliminary in situ SXS studies by Lucas confirmed UHV observations (Fig. 3.3) that the Au(M/)-Pd system never reached structural/compositional equilibrium. [Pg.62]

K is a composite equilibrium constant describing the simultaneous setting up of the two equilibria defined above. [Pg.205]

Solvated forms have to be treated as different chemical entities, and therefore, the rules given for polymorphism cannot be applied to relate two different solvates even though polymorphism within a certain solvate is often observed (and then these rules can be applied). One distinguishing feature of solvated forms is that their relative stability usually depends on the solvent composition. Equilibrium studies are an effective means of investigating the stability of solvates in various solvent mixtures and at different temperatures. [Pg.302]

FIGURE 5.2-4 Pressure-composition equilibrium diagram for a binary system. [Pg.235]

The temperature of stream Ln can be obtained from equation (5-30). Stream Vn is then at the same temperature as Ln and in composition equilibrium with it. Equations (5-28) to (5-30) are then applied to tray n - 1, and so forth. To get started, since usually only the temperatures of the entering streams LQ and V +1 are known, it is necessary to make an initial estimate of the temperature Tx of the gas leaving E,. An energy balance over the entire absorber,... [Pg.302]

However, current thermodynamic theories of compositional equilibrium under the combined influence of gravity and temperature fields do not adequately explain the large compositional gradients that are often encountered, except at conditions close to critical (Schulte 1980 Holt et al. 1983 Creek Schrader 1985 England et al. 1987 Nutakki et al. 1996). It is now quite common for the phenomenon of strong compositional grading to be associated with near-critical fluids, but the definition of near-critical fluids is rather broad and hazy Another problem with these theories is that they often do not predict the shape of these compositional depth trends at all well. In fact, Hoier Whitson (2001) doubt that most petroleum fields satisfy the fundamental assumptions in these models, especially that of zero mass flux (i.e. stationary state equilibrium). [Pg.121]

With particular respect to assessments of reservoir continuity, it is critically important to determine the degree to which reservoir fluids have attained compositional equilibrium (Larter Aplin 1995 Wavrek et al. 2001). In order to be able to identify the presence of discontinuities that may influence reservoir performance one must be able to discriminate between ephemeral geochemical variations and those related to the presence of flow barriers. [Pg.231]

Table 1. Ranked textural and compositional criteria for assumption of monazite-xenotime compositional equilibrium. From Pyle et al. (2001). Table 1. Ranked textural and compositional criteria for assumption of monazite-xenotime compositional equilibrium. From Pyle et al. (2001).
Physical contact of monazite and xenotime grains Both grains in compositional equilibrium 1... [Pg.316]


See other pages where Compositional equilibrium is mentioned: [Pg.519]    [Pg.320]    [Pg.393]    [Pg.215]    [Pg.360]    [Pg.417]    [Pg.271]    [Pg.264]    [Pg.85]    [Pg.865]    [Pg.347]    [Pg.1208]    [Pg.83]    [Pg.396]    [Pg.231]    [Pg.232]    [Pg.248]    [Pg.252]    [Pg.1209]   
See also in sourсe #XX -- [ Pg.295 , Pg.309 ]




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