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Dynamic equilibrium in solution

The perfluoroalkylsilver complexes exist in a dynamic equilibrium in solution with solvated silver ion and anionic perfluoroalkylsilver complexes such as Ag[CF(CF5) r [277] The triflnoromethylated silver complex, Ag(CF3)4 , is prepared via reaction of bis(trifIuoromethyl)cadmium with silver nitrate in acetoni trile [278]... [Pg.717]

Dunitz, in his review (82), describes also studies on other systems. It should be mentioned that in the O - - C=0 interaction the correlation is poorer than inN C=0, presumably because the interaction is weaker and more sensitive to perturbation. However, compounds 39 and 40 of this series are worthy of note. The keto acid 39a and the isomeric lactone alcohol 39b are in dynamic equilibrium in solution at room temperature, and are present in similar concentrations. This substance has been obtained in only one crystal modification, corresponding to die closed form, 39b. However, the pattern of bond lengths... [Pg.156]

An ultrasonic study of the zinc and cadmium complexes of ILedta has demonstrated a dynamic equilibrium in solution interconverting the pentadentate and hexadentate forms in solution.121 ... [Pg.997]

MeSnX3(H0PM62)2 ( Cl or Br) show cis-trans dynamic equilibrium in solution and EtSnX3.20P(NMe2)3 (X=C1,I). FAB and El mass spectra of phenyl Ge, Sn and Pb halides are very similar except that FAB... [Pg.118]

To a good approximation, dilute aqueous solutions of biological macromolecules containing only low concentrations of third (or further) solvent components (Cs < 0.2 M) may be treated as two-component systems. In this context it should be mentioned that also mixtures of species being in dynamic equilibrium in solution (e.g., buffer substances) may be considered as a single thermodynamic component. [Pg.128]

It can be shown, (Gibbs, Scientific Papers, I. J. J. Thomson, Applications of Dynamics to Physics and Chemistry), that a chemical equilibrium can be modified by the action of capillary forces. Thus, a state of equilibrium in solution may conceivably be modified if the latter is in the form of thin films, such as soap bubbles. Since, according to Freundlich (Kapillarchemie, 116), there is at present no direct evidence of the existence of such modification (which would no doubt be exceedingly, though possibly measurably, small) we shall not enter any further into the matter here. [Pg.447]

A number of Fe(II) and Fe(III) chelates exist in low spin, high spin equilibrium in solution. They therefore afford an excellent opportunity to study the dynamics of a relatively simple electron-transfer and a number of very rapid reaction techniques have been applied to these systems (Chapters 3 and 7). Spin state interconversions are slightly more rapid in Fe(III) complexes. [Pg.398]

The main transport processes involved are shown in Figure 6.7. In essence these are the same as in a non-flooded soil there is a dynamic equilibrium between solutes in the soil solution and those sorbed on the immediately adjacent... [Pg.177]

The dynamics of an octahedral spin equilibrium in solution was first reported in 1973 for an iron(II) complex with the Raman laser temperature-jump technique (14). A relaxation time of 32 10 nsec was observed. Subsequently, further studies have been reported with the use of this technique, with ultrasonic relaxation, and with photoperturbation. Selected results are presented in Table III. [Pg.22]

Planar-tetrahedral equilibria of nickel(II) complexes were the first spin-equilibria for which dynamics were measured in solution. It had been known that such complexes were in relatively rapid equilibrium in solution at room temperature, for their proton NMR spectra were exchange averaged, rather than a superposition of the spectra of the diamagnetic and paramagnetic species. At low temperatures, however, for certain dihalodiphosphine complexes, it is possible to slow the exchange and observe separate resonances for the two species. On warming the lines broaden and coalesce and kinetics parameters can be obtained. Two research groups reported such results almost simultaneously in 1970 (99,129). Their results and others reported subsequently are summarized in Table V. [Pg.29]

We can understand the action of acid buffers by considering the model of solute behavior we built in Chapter 10. A weak acid and its conjugate base are in dynamic equilibrium in water ... [Pg.650]

It has also been reported from circular dichroism (CD) studies [36] that polysaccharide-based CSPs can induce chirality in enantiomeric guests such as (4Z,15Z)-bilirubin-Ixoc (BR) (Fig. 5). Although not optically active, BR has two enantiomeric helical conformations maintained by six intramolecular hydrogen bonds between two carboxylic acid moieties and two pyrromethenone — NH— protons. These (R)- and (5)-helical conformers are in dynamic equilibrium in an achiral solution [37], but some optically active compounds can enantioselectively bind to BR to induce CD spectra in solution [38-40]. A significant induced CD... [Pg.40]

We have mentioned salts in solution (i.e., dissolved in water), reversible reactions and equilibrium in solution, and ions in solution. Most chemical reactions occur in solution. It was apparent to Van t Hoff at an early stage that to understand the dynamics and thermodynamics of chemical reactions, he needed to understand the nature of solutions in general. And it was equally clear when he began his work that very little was known about the nature of solutions. Solutions always involve specific chemicals, the solvent (often water) and the dissolved substance or solute (often a salt, e.g., sodium chloride). But although they are always chemical systems, they can also be considered as physical systems, to which the principles of thermodynamics can be applied. [Pg.160]

V, O-Dimethy llythranidine (126) exists in mobile equilibrium in solution involving mainly two dynamic processes, namely, rotation about the carbon-carbon bond between the two phenyl rings and reversal of the piperidine ring. Tempera-... [Pg.174]

A central question in phosphotransferases and nucleotidyltransferases is the structure of the metal-nucleotide complex which is the true substrate for the enzyme. It is unlikely that all of the possible Mg-ATP complexes could serve as substrates for a given enzyme, but until recently there has been no way to determine which isomer is active. The difficulty is the coordination exchange equilibrium, which is rapidly set up and dynamically maintained in solutions of Mg-ATP. To avoid this problem, metal-nucleotide complexes have been synthesized using coordination exchange-inert metals such as Cr(III) and Co(IIl) in place of Mg(II) [7,60], The resulting complexes are structurally stable and can be separated by chromatographic methods into their coordination isomers and stereoisomers. The isomers can then be investigated as substrates or inhibitors of specific enzymes. [Pg.227]

Benzylalkali metal compounds exist as aggregate structures in most solutions. NMR and UV-visible spectrophotometry are useful techniques for elucidating these solution-phase structures. Benzyllithium is dimeric in benzene solution the carbanion charge is probably more delocalized in THE solution. NMR studies of a THE solution of a-(dimethylamino)benzyllithium reveals a dynamic equilibrium between the and -structures (18) and (19). The monohapto isomer (18) is preferred thermodynamically.The effects of various donor ligands on this type of dynamic behavior in solution is continually being studied. ... [Pg.91]

When the synthesis of a [2]catenane leads to the interlocking of two different macrocycles each containing two identical recognition sites, then circumrotation of a macrocycle through the cavity of the other leads to degenerate equilibrium states. An example of a degenerate [2]catenane is shown in Figure 28, wherein the dynamic processes in solution are illustrated [23]. [Pg.2228]

Dissolved and undissolved solute molecules are in dynamic equilibrium in other words, the rate of dissolution equal the rate of precipitation. [Pg.93]

As has been described, separation occurs because in the dynamic equilibrium of solute molecules transfemng between the two phases, different molecules spend different proportions of time in the mobile and stationary phases. Solute molecules... [Pg.21]


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See also in sourсe #XX -- [ Pg.555 ]




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Equilibrium in solutions

Equilibrium/equilibria dynamic

Solutal equilibrium

Solutes equilibrium

Solutions equilibrium

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