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Kinetic parameters, programmed

TPD Temperature programmed desorption After pre-adsorption of gases on a surface, the desorption and/or reaction products are measured while the temperature Increases linearly with time. Coverages, kinetic parameters, reaction mechanism... [Pg.1852]

Using the same values of the kinetic parameters as in Type 1, and given C o = 0-1 mo 1/1, it is possible to solve Equation 6-155 with Equations 6-127 and 6-128 simultaneously to determine the fractional conversion X. A computer program was developed to determine the fractional conversion for different values of (-iz) and a temperature range of 260-500 K. Eigure 6-30 shows the reaction profile from the computer results. [Pg.527]

The techniques referred to above (Sects. 1—3) may be operated for a sample heated in a constant temperature environment or under conditions of programmed temperature change. Very similar equipment can often be used differences normally reside in the temperature control of the reactant cell. Non-isothermal measurements of mass loss are termed thermogravimetry (TG), absorption or evolution of heat is differential scanning calorimetry (DSC), and measurement of the temperature difference between the sample and an inert reference substance is termed differential thermal analysis (DTA). These techniques can be used singly [33,76,174] or in combination and may include provision for EGA. Applications of non-isothermal measurements have ranged from the rapid qualitative estimation of reaction temperature to the quantitative determination of kinetic parameters [175—177]. The evaluation of kinetic parameters from non-isothermal data is dealt with in detail in Chap. 3.6. [Pg.23]

The SimuSolv program (Program B) which was written to simulate the reaction finishing process with extra initiator addition is similar to Program A and uses the monomer and initiators mass balance equations with optimized values of the kinetic parameters. The semibatch step had been experimentally optimized for obtaining... [Pg.314]

Finally, although both temperature-programmed desorption and reaction are indispensable techniques in catalysis and surface chemistry, they do have limitations. First, TPD experiments are not performed at equilibrium, since the temperature increases constantly. Secondly, the kinetic parameters change during TPD, due to changes in both temperature and coverage. Thirdly, temperature-dependent surface processes such as diffusion or surface reconstruction may accompany desorption and exert an influence. Hence, the technique should be used judiciously and the derived kinetic data should be treated with care ... [Pg.279]

Figure 7.14. The temperature-programmed reaction and corresponding Arrhenius plot based on rate expression (21) enables the calculation of kinetic parameters for the elementary surface reaction between CO and O atoms on a Rh(lOO) surface. Figure 7.14. The temperature-programmed reaction and corresponding Arrhenius plot based on rate expression (21) enables the calculation of kinetic parameters for the elementary surface reaction between CO and O atoms on a Rh(lOO) surface.
The SCR catalyst is considerably more complex than, for example, the metal catalysts we discussed earlier. Also, it is very difficult to perform surface science studies on these oxide surfaces. The nature of the active sites in the SCR catalyst has been probed by temperature-programmed desorption of NO and NH3 and by in situ infrared studies. This has led to a set of kinetic parameters (Tab. 10.7) that can describe NO conversion and NH3 slip (Fig. 10.16). The model gives a good fit to the experimental data over a wide range, is based on the physical reality of the SCR catalyst and its interactions with the reacting gases and is, therefore, preferable to a simple power rate law in which catalysis happens in a black box . Nevertheless, several questions remain unanswered, such as what are the elementary steps and what do the active site looks like on the atomic scale ... [Pg.399]

Explain how the kinetic parameters of an elementary step can be derived from temperature-programmed experiments with surfaces on which the reacting species have been preadsorbed. [Pg.410]

The concentration levels are very sensitive to the kinetic parameters. Using the parameters in the program the following results were obtained... [Pg.319]

For the reactions in question no term may be neglected and it was necessary to carefully plan the experimental program to facilitate evaluation of all five kinetic parameters. On the basis of the data below determine these parameters when the weak acid employed is acetic acid. [Pg.243]

FIGURE 2.7. Double potential step chronoamperometry for an EC mechanism with an irreversible follow-up reaction, a Potential program with a cyclic voltammogram showing the location of the starting and inversion potentials to avoid interference of the charge transfer kinetics, b Example of chronoamperometric response, c Variation of the normalized anodic-to-cathodic current ratio, R, with the dimensionless kinetic parameter X. [Pg.92]

From these equations and the relation between Cartesian and internal coordinates in Appendix I, the B kinetic parameter has been determined analytically using the KNP.F fortran program [13]. The results for each geometry were fitted to a Fourier series. The final surfaces are ... [Pg.404]

Selected entries from Methods in Enzymology [vol, page(s)] Computer programs, 240, 312 infrared S-H stretch bands for hemoglobin A, 232, 159-160 determination of enzyme kinetic parameter, 240, 314-319 kinetics program, in finite element analysis of hemoglobin-CO reaction, 232, 523-524, 538-558 nonlinear least-squares method, 240, 3-5, 10 to oxygen equilibrium curve, 232, 559, 563 parameter estimation with Jacobians, 240, 187-191. [Pg.178]

The proper evaluation and assessment of the calculated or graphically determined values of the kinetic parameters requires the application of statistical analysis . This is also true when looking for possible patterns in the various plots (e.g., parallel lines V5-. intersecting lines). When reporting kinetic values, the error limits should always be provided. Programs are available that statistically evaluates kinetic data. See Statistics A Primer)... [Pg.647]

The behavior of the Cd(II)/Cd(Hg) system in the absence and presence of n-pentanol in noncomplexing media was analyzed using reciprocal derivative and double derivative chronoamperome-try with programmed current (RDCP and RDDCP respectively) [54]. The RDCP and RDDCP are very versatile in the determination of kinetic parameters of electrode processes. [Pg.773]

Figure 16 Simulated and experimental temperature-programmed desorption spectra for OlPt(lll). The solid lines are experimental spectra. The crosses indicate simulated spectra for a model of the lateral interactions with nearest and next-nearest pair interactions, and also a linear 3-particle interaction. The O2 is formed from two atoms at next-nearest-neighbor positions. The kinetic parameters are — 206.4 kj/mol, v = 2.5 x 10 s a = 0.773, cpxN — 19.9 kjjmol, tp NN = 5.5 kjjmol, and (punear = 6.1 kJImol. In each plot the curves from top to bottom are for initial oxygen coverage of 0.194, 0.164, 0.093, and 0.073 ML, respectively. The heating rate is 8 Kjs ... Figure 16 Simulated and experimental temperature-programmed desorption spectra for OlPt(lll). The solid lines are experimental spectra. The crosses indicate simulated spectra for a model of the lateral interactions with nearest and next-nearest pair interactions, and also a linear 3-particle interaction. The O2 is formed from two atoms at next-nearest-neighbor positions. The kinetic parameters are — 206.4 kj/mol, v = 2.5 x 10 s a = 0.773, cpxN — 19.9 kjjmol, tp NN = 5.5 kjjmol, and (punear = 6.1 kJImol. In each plot the curves from top to bottom are for initial oxygen coverage of 0.194, 0.164, 0.093, and 0.073 ML, respectively. The heating rate is 8 Kjs ...
Temperature programmed desorption (TPD) is an experimental technique to measure surface kinetic parameters. The most straightforward analysis of TPD is due to Redhead [331], Assuming that the surface has some fractional coverage 0 of adsorbed A molecules, the desorption rate of A from the surface r(j (1/s) is taken to be... [Pg.481]

Typical plots of AE vs. a dimensionless function of tV2 in Fig. 7 are reproduced from a discussion of the potentialities of the galvanostatic step method given by Kooijman and Sluyters [32], It is seen that, at sufficiently large times, AE becomes a linear function of t1/2. At first [31], analysis procedures of the complex AE vs. tvl relation were based on extrapolation of this linear section to tyl = 0, yielding the intercepts indicated in Fig. 7. However, it has been shown that, in this way, the content of information about the kinetic parameters, k and a, is not optimally utilized [32], Therefore, numerical analysis of the complete AE vs. t response with the aid of suitable computer programs has to be advocated. In principle, such an analysis yields the values of X, R , and Cd as well as a check on the validity of eqn. (30). [Pg.224]

Temperature-programmed DSC, or DTA measurements, can only suggest the autocatalytic nature of the decomposition. Neither the influence of the thermal history and contamination can be detected by them, nor can the kinetic parameters be determined from a single experiment. [Pg.322]

Figure 3.1 gives a Matlab program that sizes the reactor given the conversion, reactor temperature, feed conditions, coolant properties, and kinetic parameters. Then the coefficients of the linear model are evaluated, and the poles and zeros of the openloop transfer function are calculated. If any of the poles have positive real parts, the system is openloop-unstable. [Pg.111]

In the present study, the problem is written as a nonlinear programming problem and is solved with SQP technique. Two process models are evaluated when the process is optimized using the SQP technique. The first one is a deterministic model with the kinetic parameters determined by Atala et al. (1), and the second one is a statistical model obtained using the factorial design technique combined with simulation. [Pg.487]

For the determination of the initial rate constants and the kinetic parameters, the experimental data can be fitted using non-linear regression programs such as Origin 7.5SR6 (OriginLab Corporation, Northampton, Massachusetts). [Pg.42]

Carroll, B., and E. P. Manche Kinetic Parameters from Temperature-Programmed Reactions The Pyrolysis of Polytetrafluorethylene. J. Appl. Polymer Sci. 9, 1895 (1965). [Pg.253]

The SAAM (Simulation, Analysis And Modeling) computer program developed by Berman and Weiss (8) was used to analyze the isotope dilution and balance data. The observed time dependent dilution of both calcium tracers in plasma, as reflected in urine at longer times, coupled with their cumulative appearance in urine and feces is used to calculate kinetic parameters of the model. The balance data are then used to calculate the steady state... [Pg.33]


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