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Intrinsic acid-base product

These ionic solvents are characterized by the existence of the intrinsic acid-base dissociation, which possesses a constant acid-base product, pKn. which is described by an equation similar to equation (1.1.43). [Pg.31]

As the solvents of the first kind, ojqrgen-containing ionic melts, involve not only oxide ions bnt also the solvent acid as a product of the intrinsic acid-base dissociation. This reason leads to the two-side hmitation of acid-base ranges that gives rise to different specific featnres of these solvents, such as the levehng of properties of acids, narrowing of acid-base range with temperatme rise, etc. The behavior of the oxoacidic acid-base pairs in these solvents is similar to that of the Bronsted-Lowry acid-base pairs in aqueous solutions. [Pg.515]

Does this model give us a practical solution for the synthesis of monosubstitution products in high yields The model teaches us that reactions are not disguised by micromixing if the intrinsic rate constant (in Scheme 12-84 k2o and k2v>) is significantly less than 1 m-1s-1. As discussed in Section 12.7, the intrinsic rate constant refers to unit concentrations of the acid-base equilibrium species involved in the substitution proper, not to analytical concentrations. Therefore, if the azo coupling reaction mentioned above is not carried out within the range of maximal measured rates (i.e., with the equilibria not on the side of the 1-naphthoxide ion and... [Pg.374]

Formation of products in paraffin cracking reactions over acidic zeolites can proceed via both unimolecular and bimolecular pathways [4], Based on the analysis of the kinetic rate equations it was suggested that the intrinsic acidity shows better correlation with the intrinsic rate constant (kinl) of the unimolecular hexane cracking than with the apparent rate constant (kapp= k K, where K is the constant of adsorption equilibrium). In... [Pg.121]

Aramendia et al. (22) investigated three separate organic test reactions such as, 1-phenyl ethanol, 2-propanol, and 2-methyl-3-butyn-2-ol (MBOH) on acid-base oxide catalysts. They reached the same conclusions about the acid-base characteristics of the samples with each of the three reactions. However, they concluded that notwithstanding the greater complexity in the reactivity of MBOH, the fact that the different products could be unequivocally related to a given type of active site makes MBOH a preferred test reactant. Unfortunately, an important drawback of the decomposition of this alcohol is that these reactions suffer from a strong deactivation caused by the formation of heavy products by aldolization of the ketone (22) and polymerization of acetylene (95). The occurrence of this reaction can certainly complicate the comparison of basic catalysts that have different intrinsic rates of the test reaction and the reaction causing catalyst decay. [Pg.251]

The kinetics of reactions in zeolites is conventionally related to the reactant concentrations in the gas phase. Reaction within the pores of zeolites, however, involves adsorption, diffusion of reactants into the pores, reactions of adsorbed species inside the pores, desorption of products, and diffusion of products out of the pores (92). Therefore, intrinsic kinetics based on the concentration of species adsorbed inside the pores is expected to be very useful for catalyst development. TEOM is an excellent technique for measurement of adsorption of reactants under reaction conditions as well as measurement of this adsorption as a function of the coke content (3,88). This technique makes it possible to obtain intrinsic activity of each acidic active site directly and to understand deactivation mechanisms in detail. [Pg.368]

Gastric and intestinal mucosae atrophy with decreased production of acid and intrinsic factor needed for absorption of vitamin Bj. These changes result in acid-base imbalance and potential circulatory/respiratory problems related to anemia (i.e., hypoxia). [Pg.187]

The following sections of this chapter focus on predicting relative acidities, which is an analysis of thermodynamics. The focus will be on enthalpy because it measures the intrinsic stabilities of the acids and bases on both sides of the equilibria. We do not consider entropy because an acid and a base exist in both the reactants and the products therefore, the number of molecules does not change during the reaction. Ffence, enthalpy is a good predictor for acid-base reaction equilibria. [Pg.205]

One possibility to solve this ambiguity is to use test reactions that allow the nature, strength, and number of active sites to be distinguished [7,72], Two points are important when choosing an appropriate test reaction (1) the reaction should proceed along one pathway, i.e., extensive side reactions should not occur, and (2) a low conversion should be maintained to directly measure intrinsic (differential) reaction rates and exclude the influence of product inhibition. However, even when all criteria are fulfilled, one should not forget that the information obtained is complex and can only be fuUy utilized if the adsorption/desorption and diffusion of the reactants and products and the reaction steps can be differentiated. Thus, it is insufficient to report only activity or the activity/selectivity pattern to deduce the acid-base properties. The reaction orders should be given in addition, with at least the rate of reaction normalized to the specific surface area of the catalytic material imder study. Ideally, a microkinetic model describes the reaction studied. [Pg.163]

Positive-Tone Photoresists based on Dissolution Inhibition by Diazonaphthoquinones. The intrinsic limitations of bis-azide—cycHzed mbber resist systems led the semiconductor industry to shift to a class of imaging materials based on diazonaphthoquinone (DNQ) photosensitizers. Both the chemistry and the imaging mechanism of these resists (Fig. 10) differ in fundamental ways from those described thus far (23). The DNQ acts as a dissolution inhibitor for the matrix resin, a low molecular weight condensation product of formaldehyde and cresol isomers known as novolac (24). The phenoHc stmcture renders the novolac polymer weakly acidic, and readily soluble in aqueous alkaline solutions. In admixture with an appropriate DNQ the polymer s dissolution rate is sharply decreased. Photolysis causes the DNQ to undergo a multistep reaction sequence, ultimately forming a base-soluble carboxyHc acid which does not inhibit film dissolution. Immersion of a pattemwise-exposed film of the resist in an aqueous solution of hydroxide ion leads to rapid dissolution of the exposed areas and only very slow dissolution of unexposed regions. In contrast with crosslinking resists, the film solubiHty is controUed by chemical and polarity differences rather than molecular size. [Pg.118]

Figure 6.8 shows the Bjerrum plots for an weak acid (benzoic acid, pKa 3.98, log So — 1.55, log mol/L [474]), a weak base (benzydamine, pKa 9.26, log So —3.83, log mol/L [472]), and an ampholyte (acyclovir, pKa 2.34 and 9.23, log So — 2.16, log mol/L I/40N ). These plots reveal the pKa and pA pp values as the pcH values at half-integral % positions. By simple inspection of the dashed curves in Fig. 6.8, the pKa values of the benzoic acid, benzydamine, and acyclovir are 4.0, 9.3, and (2.3, 9.2), respectively. The pA pp values depend on the concentrations used, as is evident in Fig. 6.8. It would not have been possible to deduce the constants by simple inspection of the titration curves (pH vs. volume of titrant, as in Fig. 6.7). The difference between pKa and pA pp can be used to determine log So, the intrinsic solubility, or log Ksp, the solubility product of the salt, as will be shown below. Figure 6.8 shows the Bjerrum plots for an weak acid (benzoic acid, pKa 3.98, log So — 1.55, log mol/L [474]), a weak base (benzydamine, pKa 9.26, log So —3.83, log mol/L [472]), and an ampholyte (acyclovir, pKa 2.34 and 9.23, log So — 2.16, log mol/L I/40N ). These plots reveal the pKa and pA pp values as the pcH values at half-integral % positions. By simple inspection of the dashed curves in Fig. 6.8, the pKa values of the benzoic acid, benzydamine, and acyclovir are 4.0, 9.3, and (2.3, 9.2), respectively. The pA pp values depend on the concentrations used, as is evident in Fig. 6.8. It would not have been possible to deduce the constants by simple inspection of the titration curves (pH vs. volume of titrant, as in Fig. 6.7). The difference between pKa and pA pp can be used to determine log So, the intrinsic solubility, or log Ksp, the solubility product of the salt, as will be shown below.

See other pages where Intrinsic acid-base product is mentioned: [Pg.18]    [Pg.22]    [Pg.52]    [Pg.53]    [Pg.509]    [Pg.513]    [Pg.18]    [Pg.22]    [Pg.52]    [Pg.53]    [Pg.509]    [Pg.513]    [Pg.11]    [Pg.19]    [Pg.36]    [Pg.64]    [Pg.105]    [Pg.348]    [Pg.508]    [Pg.510]    [Pg.24]    [Pg.35]    [Pg.112]    [Pg.160]    [Pg.297]    [Pg.175]    [Pg.98]    [Pg.111]    [Pg.138]    [Pg.569]    [Pg.6723]    [Pg.80]    [Pg.119]    [Pg.439]    [Pg.327]    [Pg.351]    [Pg.2789]    [Pg.157]    [Pg.558]    [Pg.892]    [Pg.191]    [Pg.245]    [Pg.168]    [Pg.43]    [Pg.1092]   
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