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Association and complex formation in condensed phases

In many solutions strong interactions may occur between like molecules to form polymeric species, or between unlike molecules to form new compounds or complexes. Such new species are formed in solution or are present in the pure substance and usually cannot be separated from the solution. Basically, thermodynamics is not concerned with detailed knowledge of the species present in a system indeed, it is sufficient as well as necessary to define the state of a system in terms of the mole numbers of the components and the two other required variables. We can make use of the expressions for the chemical potentials in terms of the components. In so doing all deviations from ideal behavior, whether the deviations are caused by the formation of new species or by the intermolecular forces operating between the molecules, are included in the excess chemical potentials. However, additional information concerning the formation of new species and the equilibrium constants involved may be obtained on the basis of certain assumptions when the experimental data are treated in terms of species. The fact that the data may be explained thermodynamically in terms of species is no proof of their existence. Extra-thermodynamic studies are required for the proof. [Pg.312]

We consider only binary solutions in this discussion. The standard states of the two components are defined as the pure components, and the chemical potentials of the components are based on the molecular mass of the monomeric species. We designate the components by the subscripts 1 and 2 and the monomeric species by the subscripts A1 and B1, respectively. From the discussion given in Section 8.15 we know that the chemical potential of a substance considered in terms of the species present in a solution must be [Pg.312]

We consider only the first of these two equations, because the development of the necessary relations for the two components are identical. We express each of the chemical potentials in terms of the mole fractions, so Equation (11.103) becomes [Pg.313]

The chemical potentials in the two standard states are related by the conditions that the chemical potential of the monomeric species in the pure component must equal the chemical potential of the pure component. Then [Pg.313]

Thermodynamic studies yield values of Ap as a function of the mole fraction in terms of the components at constant temperature and pressure. We must now assume which species are present, basing the assumptions on our knowledge of the chemical behavior of the component and of the system as a whole, and values of the equilibrium constants relating to the formation of the species from the components. The most convenient independent variable is the mole fraction of the monomeric species, xAt. A sufficient number of equations to calculate all mole fractions of the species and the components in terms of xAl are obtained from the expressions for the assumed independent equilibrium constants and the fact that the sum of the mole fractions in terms of species must equal unity. The assumed values of the equilibrium constants are adjusted and the species changed until Equation (11.107) is satisfied. The equivalent equation for the second component must also be satisfied. [Pg.313]


Observations of alkali-metal ion adducts of the type [M+Li]+ [M+Na]+ etc. are common in the desorption ionization (DI) mass spectra of a variety of polar molecules. In fact, alkali-metal ion association reactions are observed with FD ionization, FAB ionization, Cf plasma desorption (PD), secondary ion mass spectrometry (SIMS), MALDI, and ESI. Ion yields can be greatly enhanced by addition of alkali-metal salts to the sample. Particularly for the MALDI analysis of synthetic polymers, metal cations are often intentionally added to enhance signals. A qualitative description of the current understanding of formation mechanism of alkali-metal ion complexes from the condensed phase was presented [75]. Knowledge of the ionization mechanisms is important and helpful from the perspective of increasing the analytical utility of the method. [Pg.36]

A reaction mechanism is a series of simple molecular processes, such as the Zeldovich mechanism, that lead to the formation of the product. As with the empirical rate law, the reaction mechanism must be determined experimentally. The process of assembling individual molecular steps to describe complex reactions has probably enjoyed its greatest success for gas phase reactions in the atmosphere. In the condensed phase, molecules spend a substantial fraction of the time in association with other molecules and it has proved difficult to characterize these associations. Once the mecharrism is known, however, the rate law can be determined directly from the chemical equations for the individual molecular steps. Several examples are given below. [Pg.97]

The same is true for the chiral polysiloxanes described here. Their use as stationary phases in gas chromatography allows the calculation of the differences in enthalpy and entropy for the formation of the diaste-reomeric association complexes between chiral receptor and two enantiomers from relative retention time over a wide temperature range. Only the minute amounts of the polysiloxanes required for coating of a glas capillary are necessary for such determinations. From these numbers further conclusions are drawn on the stereochemical and environmental properties required for designing systems of high enantio-selectivity in condensed liquid systems. [Pg.342]

Graphite surface (in particular, EG surface) contains a lot of structural imperfections, such as oxidized groups and residual molecules of oxidizers (Morimoto and Miura 1985). They can be involved in formation of H-bonded complexes with water-type molecules. Active protons in such associations should be subjected to a deshielding effect of electron-donating atoms, and, besides, in this case, one could expect the appearance of H NMR signals with down-field shift relative to the corresponding resonance lines for a condensed phase. As no such peaks were found in the spectra, and, in addition, experimentally determined chemical shifts for water are close to calculated values, it may be concluded that the concentration of these sites in EG is low in comparison with hydrophobic adsorption sites on basal graphite planes of a carbon surface. [Pg.509]

The ion-molecule association reaction is one of the various reaction types observed in ion-molecule reactions. It is a unique process similar to the combination of two atoms or two free radicals. The energy accumulated in the reaction complex often must be liberated by collision with a third body for the complex to survive. Studies of complex ions are relevant to phenomena such as solvation, clustering, plasma chemistry, radiation chemistry, flame and combustion, and even atmospheric and interstellar processes. The research area has been extended to the subject of a clustered ion formation in bridging the gap between the gas and condensed phase. [Pg.338]


See other pages where Association and complex formation in condensed phases is mentioned: [Pg.312]    [Pg.313]    [Pg.315]    [Pg.317]    [Pg.319]    [Pg.321]    [Pg.312]    [Pg.313]    [Pg.315]    [Pg.317]    [Pg.319]    [Pg.321]    [Pg.17]    [Pg.123]    [Pg.19]    [Pg.301]    [Pg.19]    [Pg.802]    [Pg.293]    [Pg.391]    [Pg.81]    [Pg.129]    [Pg.173]    [Pg.517]    [Pg.8]    [Pg.24]    [Pg.161]    [Pg.289]    [Pg.353]   


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Associate formation

Associated complexes

Association complex

Association in condensed phases

Complex formation in condensed phases

Complex phase

Condensed format

Condensed phases

Phase condensation

Phase formation

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