Acid-base group constants

ACYL-PHOSPHATE INTERMEDIATE ACID-BASE EQUILIBRIUM CONSTANTS DEGREE OF DISSOCIATION HENDERSON-HASSELBALCH EQUATION Acid/base groups in enzymes,... 

Usually, when determining the ionization constants of acid-base groups on surface a use is made of not this equation but of the Henderson Hasselbalch equation ... 

The relative contributions from these processes strongly depend on the reaction conditions, such as type of solvent, substrate and water concentration, and acidity of catalyst (78,79). It was also discovered that in acid—base inert solvents, such as methylene chloride, the basic assistance requited for the condensation process is provided by another silanol group. This phenomena, called intra—inter catalysis, controls the linear-to-cyclic products ratio, which is constant at a wide range of substrate concentrations. 

Extensive tabulations on experimentally determined surface equilibrium constants (Schindler and Stumm, 1987 Dzombak and Morel, 1990) reflecting the acid-base characteristic of surface hydroxyl groups and the stability of surface metal com-... 

Isoperibol titration calorimetry was also extensively used by Drago s group [215] to determine enthalpies and equilibrium constants of a variety of reactions where acid-base adducts are formed. These results are the source of Drago s ECW model, which has been widely used to rationalize chemical reactivity [216-218]. 

For the acid-base equilibrium of the allyl-amines and thiol groups, the equilibrium constants are given by ... 

Amino acids are characterized by the presence of adjacent carboxylic (-C0 H) and amino (-NH) functional groups. The equilibrium constant for protonation or dissociation of these groups is a function of their position in the amino acid molecule. Therefore, widely differing acid-base properties of amino acids occur, depending upon the number of functional groups and their relative position in the molecule. The dissociation constants for various amino acids used in this investigation are given in Table I. 

Acid-base equilibria are described by a group of reachons covering the transfer of protons, in which the proton donor is an acid and the acceptor is a base, acid base + proton, with the equilibrium constant given by... 

Isomerization of jS-isophorone to a-isophorone has been represented as a model reaction for the characterization of solid bases 106,107). The reaction involves the loss of a hydrogen atom from the position a to the carbonyl group, giving an allylic carbanion stabilized by conjugation, which can isomerize to a species corresponding to the carbanion of a-isophorone (Scheme 9). In this reaction, zero-order kinetics has been observed at 308 K for many bases, and consequently the initial rate of the reaction is equal to the rate constant. The rate of isomerization has been used to measure the total number of active sites on a series of solid bases. Figueras et al. (106,107) showed that the number of basic sites determined by CO2 adsorption on various calcined double-layered hydroxides was proportional to the rate constants for S-isophorone isomerization (Fig. 3), confirming that the reaction can be used as a useful tool for the determination of acid-base characteristics of oxide catalysts. 

Perrone et al. (2001) modelled Ni(II) adsorp-tion to synthetic carbonate fluoroapatite (CaI0 ((P04)5(C03))(0H,F). The solid phase had a pHIEP of 6.3 and a ZPC of 6.4 with an SSA of 8.8m2/g, an estimated sorption site density of 3.1 sites/nm2. They conducted 8-day isotherms in closed vessels at Ni concentrations of 5 x 10-10 to 1 x 10 8 M, constant I (0.05, 0.1 or 0.5 M), constant solid phase concentrations of 10 g/dm3 at pH values of 4 to 12. As Ni sorption occurred, no significant release of Ca was seen. Sorption was reversible. Rather than precisely characterize surface functional groups, they elected to describe their sorbent surfaces using acid-base reactions for the average behaviour of all sites involved in protonation and deprotonation. Potentiametric titration data were used to estimate the constants with the FTTEQL computer code ... 

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