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Water kinetic analysis

In contrast to SDS, CTAB and C12E7, CufDSjz micelles catalyse the Diels-Alder reaction between 1 and 2 with enzyme-like efficiency, leading to rate enhancements up to 1.8-10 compared to the reaction in acetonitrile. This results primarily from the essentially complete complexation off to the copper ions at the micellar surface. Comparison of the partition coefficients of 2 over the water phase and the micellar pseudophase, as derived from kinetic analysis using the pseudophase model, reveals a higher affinity of 2 for Cu(DS)2 than for SDS and CTAB. The inhibitory effect resulting from spatial separation of la-g and 2 is likely to be at least less pronoimced for Cu(DS)2 than for the other surfactants. [Pg.178]

Kinetic Analysis. The following reaction scheme is proposed to account for the observed ionic yields shown in Figure 10 in a system primarily composed of nitrogen and water vapor. [Pg.336]

The hydrolytic depolymerisation of PETP in stirred potassium hydroxide solution was investigated. It was found that the depolymerisation reaction rate in a KOH solution was much more rapid than that in a neutral water solution. The correlation between the yield of product and the conversion of PETP showed that the main alkaline hydrolysis of PETP linkages was through a mechanism of chain-end scission. The result of kinetic analysis showed that the reaction rate was first order with respect to the concentration of KOH and to the concentration of PETP solids, respectively. This indicated that the ester linkages in PETP were hydrolysed sequentially. The activation energy for the depolymerisation of solid PETP in a KOH solution was 69 kJ/mol and the Arrhenius constant was 419 L/min/sq cm. 21 refs. [Pg.40]

We have developed a compact photocatalytic reactor [1], which enables efficient decomposition of organic carbons in a gas or a liquid phase, incorporating a flexible and light-dispersive wire-net coated with titanium dioxide. Ethylene was selected as a model compound which would rot plants in sealed space when emitted. Effects of the titanium dioxide loading, the ethylene concentration, and the humidity were examined in batches. Kinetic analysis elucidated that the surface reaction of adsorbed ethylene could be regarded as a controlling step under the experimental conditions studied, assuming the competitive adsorption of ethylene and water molecules on the same active site. [Pg.241]

Kinetic analysis based on the Langmuir-Hinshelwood model was performed on the assumption that ethylene and water vapor molecules were adsorbed on the same active site competitively [2]. We assumed then that overall photocatalytic decomposition rate was controlled by the surface reaction of adsorbed ethylene. Under the water vapor concentration from 10,200 to 28,300ppm, and the ethylene concentration from 30 to 100 ppm, the reaction rate equation can be represented by Eq.(l), based on the fitting procedure of 1/r vs. 1/ Ccm ... [Pg.244]

Reaction progress kinetic analysis offers a reliable alternative method to assess the stability of the active catalyst concentration, again based on our concept of excess [e]. In contrast to our different excess experiments described above, now we carry out a set of experiments at the same value of excess [ej. We consider again the proline-mediated aldol reaction shown in Scheme 50.1. Under reaction conditions, the proline catalyst can undergo side reactions with aldehydes to form inactive cyclic species called oxazolidinones, effectively decreasing the active catalyst concentration. It has recently been shown that addition of small amounts of water to the reaction mixture can eliminate this catalyst deactivation. Reaction progress kinetic analysis of experiments carried out at the same excess [e] can be used to confirm the deactivation of proline in the absence of added water as well to demonstrate that the proline concentration remains constant when water is present. [Pg.452]

WASP/TOXIWASP/WASTOX. The Water Quality Analysis Simulation Program (WASP, 3)is a generalized finite-difference code designed to accept user-specified kinetic models as subroutines. It can be applied to one, two, and three-dimensional descriptions of water bodies, and process models can be structured to include linear and non-linear kinetics. Two versions of WASP designed specifically for synthetic organic chemicals exist at this time. TOXIWASP (54) was developed at the Athens Environmental Research Laboratory of U.S. E.P.A. WASTOX (55) was developed at HydroQual, with participation from the group responsible for WASP. Both codes include process models for hydrolysis, biolysis, oxidations, volatilization, and photolysis. Both treat sorption/desorption as local equilibria. These codes allow the user to specify either constant or time-variable transport and reaction processes. [Pg.37]

Kinetic analysis of the substitution reactions indicate that they follow a dissociative mechanism. It has also been shown that two water molecules in [Cr(H20)5I]2+ undergo exchange with labeled water. It is interesting that one exchange is rapid and occurs before I- leaves. However, this is not true of the chloride compound. Therefore, it appears that the iodide ion labilizes the water trans to it, but the chloride does not. [Pg.725]

In an interesting study on loss of water from pentammineaquaruthenium(III) complexes, the kinetic analysis was performed by following the mass loss from the complexes as described in Chapter 8. The rate law used to model the process was... [Pg.728]

Rothaemel, M., Hanssen, K.F., Blekkan, E.A., Schanke, D., and Holmen, A. 1997. The effect of water on cobalt Fischer-Tropsch catalysts studied by steady-state isotopic transient kinetic analysis (SSITKA). Catal. Today 38 79-84. [Pg.267]

In this contribution, the steady-state isotopic transient kinetic analysis-diffuse reflectance Fourier transform spectroscopy (SSITKA-DRIFTS) method provides further support to the conclusion that not only are infrared active formates likely intermediates in the water-gas shift (WGS) reaction, in agreement with the mechanism proposed by Shido and Iwasawa for Rh/ceria, but designing catalysts based on formate C-H bond weakening can lead to significantly higher... [Pg.365]

During steady-state isotopic transient kinetic analysis, the 12CO was switched to 13CO and the carbon-containing adsorbed and gas phase species were monitored in the IR as they exchanged from the 12C to the 13C label. Particular attention was made to those species that exchanged on a timescale similar to that of the exchange of the product C02, as that species could be a likely intermediate to the water-gas... [Pg.371]

C. Minero, Kinetic analysis of photo-induced reactions at the water semiconductor interface, Catal. Today 54... [Pg.380]

Most hterature references to pharmaceutical primary process monitoring are for batch processes, where a model of the process is built from calibration experiments [110, 111]. Many of these examples have led to greater understanding of the process monitored and can therefore be a precursor to design of a continuous process. For example, the acid-catalysed esterification of butan-l-ol by acetic acid was monitored through a factorial designed series of experiments in order to establish reaction kinetics, rate constants, end points, yields, equilibrium constants and the influence of initial water. Statistical analysis demonstrated that high temperatures and an excess of acetic acid were the optimal conditions [112]. [Pg.257]

Exact temperature control is very important in polymerization reactions, since, among other things, the rate and degree of polymerization are strongly dependent on temperature. For accurate work, for example, for kinetic analysis with a dilatometer, a thermostat filled with water or paraffin oil may be used instead of thermostatting in the normal way with the aid of a contact thermometer and an immersion heater. [Pg.68]

Since chloride and trifluoroacetate ions affect neither the efficiency nor the Co(II)/Co(III) stoichiometry of photoreduction of 1-p or 2-p, kinetic analysis is possible of the reactions of the cobalt(III) intermediate produced in the photoreduction with water or added anions as shown by reaction (34). Calculation of the ratio, R = kx-jkH20, has... [Pg.181]

The reactions of 160 in H20-DMS0 mixed solvents (0.5M ionic strength, Me4N+CT) follow the same pattern as in water and have been treated by a similar kinetic analysis.224 On transfer from water to mixed solvent a considerable increase was found in the equilibrium constants and rates of formation of 161 in acidic (Ku kt) and in basic conditions (K2, k2), as expected from the known tendency of DMSO to solvate polarizable anions. Under the stated acidic conditions the H20 molecule actually acts as the nucleophile. [Pg.432]

For the most reactive compounds in the series, i.e., 4,6-dinitro-benzofurazans and 4,6-dinitrobenzofuroxans, not only water222 but also methanol220 is found to be an effective neutral nucleophile in the appropriate pH range. The thermodynamic and kinetic analysis for the reactions in methanol similar to that described above for the reactions in water has been applied to the formation of 172 from 4,6-dinitro-7-methoxybenzofurazan (195) in the pH range from 2.2 to 14. The formation of 172 has been followed spectrophotometrically and found to be complete in methanol. The reaction scheme is as follows... [Pg.434]

Reaction (76) has been believed to ruled out in a kinetic analysis of the Fenton reaction by EPR spin trapping (Mizuta et al. 1997) [a caveat is the observation that in water spin traps may be oxidized to the OH-adduct via the spin trap radical cation by strong oxidants (Eberson and Persson 1997 von Sonntag et al. 2004)], but reaction (77), already suggested earlier (Rush and Koppenol 1987), was required to account for their data. [Pg.30]

Carstensen directly relates the level at which degradation slows to the amount of water present in the matrix and utilizes this equilibrium level, denoted A, in further kinetic analysis. Kinetic treatment of the data reveals a first order decay character to the degradation, with a linear slope of the log of the thiamine hydrochloride concentration at a specific point (A) in relation to the observed equilibrium level (A ), with respect to time in days. [Pg.447]


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See also in sourсe #XX -- [ Pg.473 , Pg.475 ]




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