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Kinetic model for supercritical

J. Pawliszyn, Kinetic model for supercritical fluid extraction , J. Chromatogr. Sci. 31 31-37(1992). [Pg.432]

Global Kinetic Models for Supercritical Water Oxidation of Organic Substances... [Pg.419]

Oliveira, E. L. G., A. J. D. Silvestre and C. M. Silva (2011). Review of kinetic models for supercritical fluid extraction. Chemical Engineering Research and Design 89,1104-1117. [Pg.76]

The coupling of supercritical fluid extraction (SEE) with gas chromatography (SEE-GC) provides an excellent example of the application of multidimensional chromatography principles to a sample preparation method. In SEE, the analytical matrix is packed into an extraction vessel and a supercritical fluid, usually carbon dioxide, is passed through it. The analyte matrix may be viewed as the stationary phase, while the supercritical fluid can be viewed as the mobile phase. In order to obtain an effective extraction, the solubility of the analyte in the supercritical fluid mobile phase must be considered, along with its affinity to the matrix stationary phase. The effluent from the extraction is then collected and transferred to a gas chromatograph. In his comprehensive text, Taylor provides an excellent description of the principles and applications of SEE (44), while Pawliszyn presents a description of the supercritical fluid as the mobile phase in his development of a kinetic model for the extraction process (45). [Pg.427]

Li, L. et al., Kinetic model for wet oxidation of organic compounds in subcritical and supercritical water, Supercritical Fluid Eng. Sci., C24, 305-313, 1993b. [Pg.436]

Hence the final expression of the kinetic model for dell-gnlflcatlon of red spruce by supercritical methylamlne and methylamlne-nitrous mixture Is expressed as ... [Pg.329]

Hofmann and coworkers (327-330) have reported a series of studies on the deactivation kinetics for the heterogeneously catalyzed disproportionation of ethyl benzene to benzene and diethyl benzene under SCF conditions. Kinetic studies have been conducted in both a loop reactor using a protonated Y-faujasite (Z-14) catalyst (327) and in a continuous concentration-controlled recycle reactor using an HY-zeolite (HYZ) (329,330) and USY-zeolite, H-ZSM-5, and H-mordenite (328) under supercritical conditions T > 373 C, P > A5 bar). Coke extraction by SCFs was found to be strongly dependent on the type of catalyst used, and the Lewis acid centers were determined to play an important role in the coke formation and activity of the catalysts. A simple kinetic model for the catalyst deactivation was proposed (329) for SCF conditions and high ethyl benzene concentration. Based on the relatively high estimated deactivation energy of about 147 kJ/mol and first-order deactivation, the authors concluded that the catalyst deactivates much slower under SCF conditions than under atmospheric pressure. [Pg.163]

G. Steeves, W. Cook, D. Guzonas, Development of kinetic models for the long-term corrosion behaviour of candidate alloys for the Canadian SCWR, in 7th International Symposium on Supercritical Water-Cooled Reactors (lSSCWR-7), March 15—18, 2015. Helsinki, Finland, Paper-2076. [Pg.147]

Figure 8 shows a pair of typical time-resolved fluorescence decay traces for 100 / M pyrene in supercritical CO2 (Tr = 1.02 pr = 1.17). Note that the ordinate is logarithmic. The upper and lower panels show results for selective observation in the monomer (400 +. 10 nm) and excimer (460 + 10 nm) regions of the pyrene emission spectrum. Several interesting features are apparent from these traces. First, both decay processes are not single exponential. Second, the excimer emission has a significant contribution from a species that "grows in" between 30 - 75 ns this is a result of the excimer taking time to form (i.e., k in Figure 1). Third, the fits between the experimental data and the model shown in Figure 1 are good. Detailed analysis of these decay traces (10,11,21-26) yields the entire ensemble of photophysical kinetic parameters for the pyrene excimer in supercritical C02. Figure 8 shows a pair of typical time-resolved fluorescence decay traces for 100 / M pyrene in supercritical CO2 (Tr = 1.02 pr = 1.17). Note that the ordinate is logarithmic. The upper and lower panels show results for selective observation in the monomer (400 +. 10 nm) and excimer (460 + 10 nm) regions of the pyrene emission spectrum. Several interesting features are apparent from these traces. First, both decay processes are not single exponential. Second, the excimer emission has a significant contribution from a species that "grows in" between 30 - 75 ns this is a result of the excimer taking time to form (i.e., k in Figure 1). Third, the fits between the experimental data and the model shown in Figure 1 are good. Detailed analysis of these decay traces (10,11,21-26) yields the entire ensemble of photophysical kinetic parameters for the pyrene excimer in supercritical C02.
Involved in extensive study of SCWO processes Investigated SCWO process for pulp mill sludges Explored kinetics of SCWO of phenol Explored supercritical water reactor Investigated the unique features of supercritical water in terms of density, dielectric constant, viscosity, diffusivity, electric conductance, and solvating ability Explored multistep kinetic model of phenol in SCWO Involved in extensive SCWO study of priority pollutants... [Pg.395]

A simple model of lumped kinetics for supercritical water oxidation included in the partial differential equations for temperature and organic concentrations allows to qualitatively simulate the dynamic process behavior in a tubular reactor. Process parameters can be estimated from measured operational data. By using an integrated environment for data acquisition, simulation and parameter estimation it seems possible to perform an online update of the process parameters needed for prediction of process behavior. [Pg.162]

Supercritical fluids display attractive solvent characteristics which can be manipulated by either the pressure or temperature. Using supercritical fluids as reaction media, simultaneous reaction and separation are also achievable. This methodology has recently been applied to the reactive separation of wood constituents, especially lignin, by supercritical fluids (1-4). Delignification processes using supercritical fluids are of potential Industrial Importance (5,6) and there Is a need for the development of kinetic models which could permit a priori prediction of the rate of lignin removal. The present paper discusses such a model. [Pg.317]

Up to now some studies of modeling the extraction process have been published (for example [10-14]). The kinetic modeling of chemical reactions is a special challenge, because the properties of supercritical fluids, changing with temperature and density, may influence the reaction rate of a selected reaction step. [Pg.165]

There are not many measurements of elementary reactions with free radicals in supercritical water. Two examples are the addition of OH radical to nitrobenzene [114] and the reaction of the OH radicals with methanol [115]. The experimental rate constants for hydrogen abstraction from methanol by OH radicals are significantly higher than the values used by a variety of researchers for modeling oxidation of methanol in supercritical water using detailed chemical kinetics models [115]. [Pg.175]

The kinetic modeling calculations, using the model of Brock et al. [94] and the computer package CHEMKIN 11 [117] were performed to investigate oxidation. As illustrated by Fig. 7.5, the main chain free-radical reaction - after a certain starting period of the reaction - are the HO and the HO2 free radicals. This is found for the oxidation in SCW as well as for the oxidation in supercritical CO2. In fact, the calculations lead to very similar results in both cases (Fig. 7.6). [Pg.177]

Kinetic modeling is a helpful tool to understand and describe chemistry. On applying this kind of modeling to reactions in supercritical fluids usually models based on gas-phase studies were used. This is a good approximation for reactions at low densities at higher densities significant discrepancies may occur. Here, solvent effects become increasingly important. [Pg.186]

Today the lack of knowledge about solvent effects and of data about activation volumes of single reaction steps prevents the development of good models for reactions in supercritical fluids, especially supercritical water. Here, a lot of fundamental studies are necessary. In the future, when these data might become available, kinetic modeling will be a powerfully tool to understand and describe complex chemical reactions. This is demonstrated in the studies of glycerol degradation presented here. These models will be a helpful tool to project processes in supercritical fluids into industrial applications. [Pg.187]

This paper discusses research efforts towards the prediction of hydrocarbon product distribution for the Fischer-Tropsch synthesis (FTS) on a cobalt-based catalyst using a micro-kinetic model taken fiom the literature. In the first part of the study, a MATLAB code has been developed which uses the Genetic Algorithm Toolbox to estimate parameter values for the kinetic model. The second part of the study describes an ongoing experimental campaign to validate the model predictions of the fixed-bed reactor FTS product distribution in both conventional (gas phase) and non-conventional (near-critical and supercritical phase) reaction media. [Pg.81]

King also pointed out opportunities for selected reactions to be conducted in water at conditions substantially below the critical temperature. He felt that reactions should be examined in supercritical light hydrocarbon media (ethylene, propylene, propane, and pentane), for potential rate and selectivity enhancement. Furthermore, using an SCF in conjunction with a condensed phase, a two-phase system, may be beneficial, as shown by Tumas et al The SCF can considerably lower the viscosity of the reaction medium. Since so many studies of reactions in SCF media have been carried out in micro flow reactors, the need for scale-up studies is urgent. Modeling of reaction kinetics is lagging far behind the modeling of supercritical fluid extraction. [Pg.566]

Catalytic hydrogenation of an unsaturated ketone was studied by high-pressure kinetic experiments to provide an accurate model for the scale-up of an industrial pilot reactor. The selective reduction of the conjugated double bond was performed in supercritical carbon dioxide as a solvent in the presence of an industrial Pd on alumina catalyst. ... [Pg.1108]

By taking the complex conjugate of this equation, and changing the sign before C2 at the same time, the equation remains invariant. This says that the only relevant parameter is the absolute value of C2. As we see below, sufficiently large c21 causes turbulence. Since C2 = Im /Re, where g is the nonlinear parameter in the original form of the Ginzburg-Landau equation (2.4.10), c2 oo as Re 0 (i.e., as the system approaches the borderline between supercritical and subcritical bifurcations). A number of kinetic models can have parameter values for which Re = 0, so that such systems should in principle exhibit chemical turbulence of the type discussed below. [Pg.138]

For near and supercritical conditions, combustion gas-phase data are often used as the point of reference to assess solvent effects. The gas-phase values of kig, available for temperatures 800-2500 K, show the activation energy 90 kJ mol In condensed phase, stabilization of H2O molecules via H-bonding may increase the activation barrier, but on the other hand the reaction can be promoted by the solvent cage effect. Diffusion-kinetic modelling and stochastic simulation of chemical reactions in radiation tracks have shown that the occurrence of reaction (15.19) is consistent with the anomalous increase in H2 yield observed in water radiolysis at temperatures above 523 K, if kig is of the order of 1-2x10 s (4-8x10 s ) at 573 K. Considering the two... [Pg.393]


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