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Primary reaction, analysis

The fundamental requirement of a coulometric analysis is that the electrode reaction used for the determination proceeds with 100 per cent efficiency so that the quantity of substance reacted can be expressed by means of Faraday s Law from the measured quantity of electricity (coulombs) passed. The substance being determined may directly undergo reaction at one of the electrodes (primary coulometric analysis), or it may react in solution with another substance generated by an electrode reaction (secondary coulometric analysis). [Pg.529]

Primary structure analysis of phenylphosphate carboxylase of T. aromatica is performed in detail, to clarify the reaction mechanism involving four kinds of subunits. The a, (3, y, 8 subunits have molecular masses of 54, 53, 18, and lOkDa, respectively, which make up the active phenylphosphate carboxylase. The primary structures of a and (3 subunits show homology with 3-octaprenyl-4-hydroxybenzoate decarboxylase, 4-hydroxybenzoate decarboxylase, and vanil-late decarboxylase, whereas y subunit is unique and not characterized. The 18kDa 8 subunit belongs to a hydratase/phosphatase protein family. Taking 4-hydroxybenzoate decarboxylase into consideration, Schiihle and Fuchs postulate that the a(3y core enzyme catalyzes the reversible carboxylation. ... [Pg.103]

The reaction probabilities for O and OH with soot particles have been measured by Roth and co-workers in a series of shock tube experiments [58-60], They have found that both radicals react with soot particles with a collision efficiency of between 0.10 and 0.20. In contrast, the reaction probability with 02 is at least an order of magnitude lower [55], Of course, at lower temperatures and sufficiently lean mixtures, soot oxidation by radical species becomes small and oxidation by 02 is important (though slow). Consequently, soot that passes through or avoids the primary reaction zone of a flame (e.g., due to local flame quenching) may experience oxidation from 02 in the post-flame gases. Analysis of soot oxidation rates in flames [54-57] has supported the approximate value of the OH collision efficiency determined by Roth and co-workers. [Pg.547]

For free radical species of degree of polymerization less than that for the 1,2-polybutadiene used in the formulation, a kinetic reaction analysis results in the following relationships expressed in terms of the molar concentration of primary free radicals A. ... [Pg.322]

In recent years, C-NMR spectroscopy has found extensive use in studies on carbohydrate polymers, in some series overshadowing the importance of H-NMR spectroscopy. Applications range through determination of primary structure, analysis of mixtures, monitoring of chemical and enzymic transformations or of chelation reactions, and studies on conformational change. Measurements of coupling are utilized in determining the... [Pg.138]

Both H2O2 and hydroperoxides are industrially important oxidants. An accurate evaluation of advantages and disadvantages requires an accurate analysis of every specific case, in view of the different technical problems and economic constraints that the use of one or the other entails. The reactivity of H202 is so high that it can easily oxidize many primary reaction products, and these reactions become more likely as the reaction temperature is increased. Some of these reactions are influenced by reactant shape selectivity and by restricted transition-state shape selectivity. [Pg.298]

Let us now apply these ideas about the features of co-factor mechanism of enzymatic reactions and their analogs to the analysis or interpretation of substrate conversion in terms of synchronous reaction interaction (chemical interference). As usual, we first need to identify the primary reaction which synthesizes NADH, the highly active intermediate compound, to the system. A primary reaction shaped as follows can be simply deduced from the diagram (6.23) ... [Pg.220]

Taylor series as functions of experimental conditions. This is exactly analogous to the analysis of In r described previously except that, by means of a tentative model, the primary reaction rate dependence on concentrations, temperature, and other experimental factors has been eliminated. This permits the rate equations to be Integrated approximately correctly. [Pg.237]

Unfortunately, these requirements have not yet fully been met for any catalytic reaction, although for some simple catalytic reactions reasonable approaches are known. Such reactions are the oxidation of CO over a supported Rh catalyst [46,47], ammonia synthesis over iron [48, 49], and the HCN synthesis over a Pt gauze catalyst. More recently Wolf [50] carried out a micro-kinetic analysis of the primary reaction steps in the oxidative coupling of methane and also related the rate... [Pg.270]

The rates of formation of the primary reaction products (Ci, C2 and H2) over H- and Ga-theta-1 catalysts were determined. These data were analysed together with the results of the FTIR studies of as-prepared and reduced (in H2) Ga-theta-1 catalysts. Based on this analysis, the role of Ga and acid sites in the initial steps of n-butane transformation over Ga-theta-1 catalysts was clarified, and it was shown that the number of the acid sites in these catalysts was reduced significantly under reaction conditions. [Pg.194]

As indicated in Table 4.1, the design of an HPLC assay system for an enzymatic activity begins with a complete analysis of the primary reaction—the reaction catalyzed by the enzyme under study. To begin this analysis, indicate all substrates, products, and cofactors of the reaction. If metals are required for catalysis, include them. In the case of the metals, however, it is useful to note whether they are an integral part of the substrate (e.g., when the complex MgATP is the substrate) or whether they are required for some other function (e.g., activation of the enzyme). It is also useful to indicate the pH of the reaction as well as the type and concentration of the buffer to be used. The goal of this analysis is to list all the components present in the reaction mixture before the start of the reaction. [Pg.64]

For example, AMP, the product of the primary reaction, reaction (1), may undergo secondary reactions to form adenosine and phosphate or IMP and ammonia. Other secondary reactions (e.g., the degradation of ATP to ADP) could involve ATP. These secondary reactions are summarized in Figure 4.1 in the step marked Incubation. While secondary reactions can be eliminated or their significance minimized, they should not be overlooked in the analysis and design of the assay system. [Pg.65]

Figure 4.1 Overview of strategy for design of an HPLC method to determine enzymatic activity. The reaction tube contains a mix preparation to measure the activity of an ATP pyrophosphohydrolase, which catalyzes the formation of AMP and PPj from ATP. The mix contains the substrate, ATP the buffer, Tris-HCl and magnesium, a metal cofactor. The addition of a sample from the enzyme fraction initiates the primary reaction and also several secondary reactions. Samples of the incubation mixture are withdrawn at intervals (r( and r2), and the reaction is terminated by injection of the samples onto the HPLC column. A representative analysis of each sample is shown. The amount of each component can be calculated from the area of its peak and is graphed as a function of reaction time. Figure 4.1 Overview of strategy for design of an HPLC method to determine enzymatic activity. The reaction tube contains a mix preparation to measure the activity of an ATP pyrophosphohydrolase, which catalyzes the formation of AMP and PPj from ATP. The mix contains the substrate, ATP the buffer, Tris-HCl and magnesium, a metal cofactor. The addition of a sample from the enzyme fraction initiates the primary reaction and also several secondary reactions. Samples of the incubation mixture are withdrawn at intervals (r( and r2), and the reaction is terminated by injection of the samples onto the HPLC column. A representative analysis of each sample is shown. The amount of each component can be calculated from the area of its peak and is graphed as a function of reaction time.
Beekman et al., 1996 Jia et at., 1993). An analysis with the classical Marcus function of the relationship between the measured In( gj) and a A G for the reaction that was inferred from a measured value for E P/P", yielded a reasonable fit and a rather small reorganisation energy of 30meV for the primary reaction. [Pg.658]


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Analyses primary

Analysis of the Primary Reaction

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