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Complex-forming equilibria

Adding ammonia decreases the concentration of Ag+ as the Ag(NH3)2 complex forms. In turn, decreasing the concentration of Ag+ increases the solubility of AgCl as reaction 6.27 reestablishes its equilibrium position. Adding together reactions 6.27 and 6.28 clarifies the effect of ammonia on the solubility of AgCl, by showing that ammonia is a reactant. [Pg.149]

The equilibrium between the complexes formed according to Equation (80) depends both on the concentration of fluorine ions and on the potential of interionic interactions, namely the nature of the outer-sphere cations [358]. The influence of the concentration of fluorine ions and of the nature of the outer-sphere cations on the equilibrium in Equation (80) can be demonstrated by the spectral transformations observed at 850°C for M2TaF7 - MF systems, where M = alkali metal [358]. [Pg.178]

The intramolecular Heck reaction presented in Scheme 8 is also interesting and worthy of comment. Rawal s potentially general strategy for the stereocontrolled synthesis of the Strychnos alkaloids is predicated on the palladium-mediated intramolecular Heck reaction. In a concise synthesis of ( )-dehydrotubifoline [( )-40],22 Rawal et al. accomplished the conversion of compound 36 to the natural product under the conditions of Jeffery.23 In this ring-forming reaction, the a-alkenylpalladium(n) complex formed in the initial oxidative addition step engages the proximate cyclohexene double bond in a Heck cyclization, affording enamine 39 after syn /2-hydride elimination. The latter substance is a participant in a tautomeric equilibrium with imine ( )-40, which happens to be shifted substantially in favor of ( )-40. [Pg.574]

A knowledge of stability constant values is of considerable importance in analytical chemistry, since they provide information about the concentrations of the various complexes formed by a metal in specified equilibrium mixtures this is invaluable in the study of complexometry, and of various analytical separation procedures such as solvent extraction, ion exchange, and chromatography.2,3... [Pg.53]

However, the aminoazo product is formed via two pathways. The first is through the 1 1 addition complex (HAArNj )n as side-equilibrium and an intermolecular rearrangement involving redissociation of this complex into the reagents followed by formation of another 1 1 addition complex (HAArNJ )c and the classical C-o-complex (oc in Scheme 13-13). The second pathway starts from the first mentioned 1 1 complex (HAArNJ )N to which a second molecule of amine is added. This complex forms the aminoazo product by proton transfer to a base. The base may be the second amine molecule of the 1 2 complex. [Pg.396]

The aim of the present work is to survey the results obtained by means of different equilibrium and structural measurements on the complexes formed with the various organotin(IV) cations. The biological activities of parent organotin(IV) and some of the complexes in object are also discussed. In the rest of the chapter, complexes of the organotin(IV) cations will be discussed — in most cases — in the following order ... [Pg.355]

The resulting species is called a complex ion. The equilibrium constant for the formation of a complex ion is called its formation constant (itf). Tabulated values of Kf always refer to the equilibrium constant for the complex forming from the metal cation. Here, for example, is the reaction describing the complexation... [Pg.1187]

Table 6. Free calcium concentrations in equilibrium with common complexing agents. A low free calcium concentration implies effective complexation, whether the complex formed is soluble or insoluble. The data were derived from either stability constants (soluble complexes) or solubility products (insoluble complexes). Table 6. Free calcium concentrations in equilibrium with common complexing agents. A low free calcium concentration implies effective complexation, whether the complex formed is soluble or insoluble. The data were derived from either stability constants (soluble complexes) or solubility products (insoluble complexes).
An inhibitory complex formed by preincubating Mg, phosphate and NaF binds to the enzyme and affects the association/dissociation equilibrium. [Pg.144]

Equilibrium data correlations can be extremely complex, especially when related to non-ideal multicomponent mixtures, and in order to handle such real life complex simulations, a commercial dynamic simulator with access to a physical property data-base often becomes essential. The approach in this text, is based, however, on the basic concepts of ideal behaviour, as expressed by Henry s law for gas absorption, the use of constant relative volatility values for distillation and constant distribution coeficients for solvent extraction. These have the advantage that they normally enable an explicit method of solution and avoid the more cumbersome iterative types of procedure, which would otherwise be required. Simulation examples in which more complex forms of equilibria are employed are STEAM and BUBBLE. [Pg.60]

With complex forms of equilibrium relationships, the above procedure can cause difficulties, since the equilibrium relationship must be able to be... [Pg.173]

As we described in Chapter 3, the binding of reversible inhibitors to enzymes is an equilibrium process that can be defined in terms of the common thermodynamic parameters of dissociation constant and free energy of binding. As with any binding reaction, the dissociation constant can only be measured accurately after equilibrium has been established fully measurements made prior to the full establishment of equilibrium will not reflect the true affinity of the complex. In Appendix 1 we review the basic principles and equations of biochemical kinetics. For reversible binding equilibrium the amount of complex formed over time is given by the equation... [Pg.99]

Lemire and Garisto [60] concluded that the only important complex formed in a nearly neutral solution in Tc(OH) (C03)2. Erikson et al. [61] determined the logarithm of the equilibrium constants for the equilibria involving Tc02 nH20 species as shown in Table 3. [Pg.35]

EPR techniques have also been used to detect and establish the structure of the carotenoid I3 complexes formed upon oxidation of carotenoids with I2 (Ding et al. 1988). At 77 K the equilibrium is shifted so that Car" , forms where n=5,7, or 9, and the polymeric l resides over the polyene chain in a n-n interaction giving rise to a detectable shift in the g-value. [Pg.164]

Locust bean gum forms an interesting and unusual crosslinked complex by association of cis-dihydroxy groups in the mannose chains with borate ions, diagrammatically represented in structure 10.116. This complex forms a gel, which has been made use of in printing with vat dyes in a two-stage fixation process. The crosslinks are relatively weak, being in a state of dynamic equilibrium, and are ruptured in the presence of hydrotropes such as glycerol. [Pg.187]

Kinetics of fMet-tRNA binding to 30S ribosomal subunit Inhibition of ribosomal binding of fMet-tRNA by an antibiotic may reduce the level of initiation complex formed at equilibrium. However, if the effect of the inhibitor consists mainly of slowing down the binding reaction, its effect may appear less dramatic after a relatively long incubation time. For this... [Pg.286]

Figure 12 [115] shows a series of complex formation titration curves, each of which represents a metal ion-ligand reaction that has an overall equilibrium constant of 1020. Curve A is associated with a reaction in which Mz+ with a coordination number of 4 reacts with a tetradentate ligand to form an ML type complex. Curve B relates to a reaction in which Mz+ reacts with bidentate ligands in two steps, first to give ML complexes, and finally close to 100% ML2 complexes in the final stages of the titration. The formation constant for the first step is 1012, and for the second 108. Curve C refers to a unidentate ligand that forms a series of complexes, ML, ML2. .. as the titration proceeds, until ultimately virtually 100% of Mz+ is in the ML4 complex form. The successive formation constants are 108 for ML, 106 for ML2, 104 for ML3, and 102 for ML4 complexes. [Pg.261]

Complexes formed by tetradentate siderophores involve stepwise complex formation and therefore, have somewhat different equilibria from their hexadentate analogs. Initial chelation will occur with a tetracoordinate FeL complex forming. A subsequent equilibrium then occurs, where the FeL complexes will react in a 2 1 stoichiometry with free ligands in solution to form a single Fe2L3 complex (coordinated water and charges not shown for clarity). [Pg.187]


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See also in sourсe #XX -- [ Pg.58 , Pg.59 ]




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