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Storage kinetic models

The role of the Pt-Ba interaction in the mechanism of adsorption of NO species was also studied by a kinetic model reported in the literature [16]. The model, which consists of 10 elementary reversible steps, is based on the oxidation of NO to N02 over Pt and on the storage of N02 over Ba, and it was used to simulate the data collected over both the physical mixture and the ternary Pt-Ba/y-Al203 1/20/100 w/w sample. A spillover reaction between Pt and Ba oxide sites has also been included in the model to account for the observed lower thermal stability of Ba-nitrates in the presence of Pt [16]. Essentially, the model assumes that the adsorption of NO proceeds through the nitrate route and does not consider the nitrite route. [Pg.188]

The storage of NO on BaO has also been analyzed in the literature by adopting a detailed mechanistic kinetic model [76]. The model consists of 10 elementary reversible steps adsorption of oxygen, adsorption of NO, adsorption of NO2 and oxidation of NO to NO2 at the Pt sites, adsorption of NO2 at the BaO sites, release of NO into the gas phase and oxidation of BaO to BaO2, formation of BaONOs and of... [Pg.421]

In a series of papers, we have proposed the torsional mechanism of energy transduction and ATP synthesis, the only unified and detailed molecular mechanism of ATP synthesis to date [16-20,56] which addresses the issues of ion translocation in Fq [16, 20, 56], ionmotive torque generation in Fq [16, 20, 56], torque transmission from Fq to Fj [17,18], energy storage in the enzyme [17], conformational changes in Fj [18], and the catalytic cycle of ATP synthesis [18, 19]. We have also studied the thermodynamic and kinetic aspects of ATP synthesis [19,20,41,42,56]. A kinetic scheme has been developed and mathematically analyzed to obtain a kinetic model relating the rate of ATP synthesis to pHjn and pH m in the Fq portion and the adenine nucleotide concentrations in the Fj portion of ATP synthase. Analysis of these kinetic models reveals a wealth of mechanistic details such as the absence of cooperativity in the Fj portion of ATP synthase, order of substrate binding and product release events, and kinetic inequivalence of ApH and Aip. [Pg.75]

According to Lenz and Lund (72), kinetic models for destruction of food components are needed to improve products by minimizing quality changes for new product development and to predict shelf life during storage. Numerous reports and reviews of the kinetics of ascorbic acid destruction can be found in the literature (68-88). A brief overview is presented here to indicate the need for further research in this area. [Pg.511]

Bioaccumulation can be estimated by a kinetic model. In kinetic models (sometimes called physiological models or physiologically based pharmacokinetic models), consideration is given to the dynamics of ingestion, internal transport, storage, metabolic transformation, and excretion processes that occur in each type of organism for each type of chemical. In kinetic models,... [Pg.158]

The storage of data for hundreds of runs and the calculation of alpha at the maximum rate represent conventional applications of the computer to the handling of large amounts of data and complex calculations. Programs for obtaining best fit values of parameters for several kinetic models and for simulating a-t data represent unique applications of the computer to degradation kinetics and will be described. [Pg.377]

This effect depends on the preparation and storage of the metal oxides. Therefore it is important to realise that more than one mechanism may be in operation with the metal oxides other than their catalytic behaviour, which leads us on to possible kinetic models in the following section. [Pg.372]

Fig. 7.12 The steep change in the temperature dependence of the yield stress of metallic glasses as Tg is approached, whereupon structural relaxations become rapid, for a Zr4i 2Tii3 8Cui2.5NiioBe22,5 metallic glass, showing experimental data for e = 10 s and other values fitted to the universal kinetic law of Johnson and Samwer, modified with an appropriate storage-modulus model given by eq. (7.21) (r = 0.035 fi = 1.235 GPa and To = 2550K) (data from Lu et al. (2003) courtesy of Elsevier). Fig. 7.12 The steep change in the temperature dependence of the yield stress of metallic glasses as Tg is approached, whereupon structural relaxations become rapid, for a Zr4i 2Tii3 8Cui2.5NiioBe22,5 metallic glass, showing experimental data for e = 10 s and other values fitted to the universal kinetic law of Johnson and Samwer, modified with an appropriate storage-modulus model given by eq. (7.21) (r = 0.035 fi = 1.235 GPa and To = 2550K) (data from Lu et al. (2003) courtesy of Elsevier).
Kinetic rate coefficients have been determined for the reduction of NO by CO in absence and presence of O2 via regression of transient experiments at automotive cold-start conditions over a commercial Pt/Rh/Ce02/y-Al203 catalyst. The kinetic model quantifies storage and release of O2 and NO in ceria during lean and rich half-cycles. [Pg.349]

Kinetic models for ammonia SCR have been developed for vanadia on titania [20-24], Cu-ZSM-5 [10-13], Cu-faujasite [14], HZSM-5 [25], and Fe zeolites [26-28]. In this chapter, the focus is on kinetic models for ammonia SCR over copper zeolites. Both global and detailed kinetic models will be described and many subreactions in the mechanism, such as ammonia storage, ammonia oxidation, NO oxidation etc., will be discussed in detail. [Pg.358]

Kinetic Models for Ammonia and Water Storage Over Cu-Zeolites... [Pg.358]

The copper zeolites store large amounts of ammonia. This is an important feature of these catalysts, since ammonia stored at the surface at medium temperatures can be used at low temperatures, where it is not possible to dose urea due to by-product formation. It is, therefore, crucial to describe ammonia storage and desorption in a kinetic model accurately to be able to predict transient variations. [Pg.358]

Global Kinetic Model for Ammonia Storage and Desorption... [Pg.361]


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See also in sourсe #XX -- [ Pg.377 , Pg.378 , Pg.379 , Pg.380 , Pg.381 , Pg.382 ]




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Detailed Kinetic Model for Ammonia and Water Storage

Global Kinetic Model for Ammonia Storage and Desorption

Parameter kinetic models, data storage

Storage kinetics

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