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Melts ionic

Many-body problems wnth RT potentials are notoriously difficult. It is well known that the Coulomb potential falls off so slowly with distance that mathematical difficulties can arise. The 4-k dependence of the integration volume element, combined with the RT dependence of the potential, produce ill-defined interaction integrals unless attractive and repulsive mteractions are properly combined. The classical or quantum treatment of ionic melts [17], many-body gravitational dynamics [18] and Madelung sums [19] for ionic crystals are all plagued by such difficulties. [Pg.2159]

A problem with studies on inert gas is that the interactions are so weak. Alkali halides are important commercial compounds because of their role in extractive metallurgy. A deal of effort has gone into corresponding calculations on alkali halides such as LiCl, with a view to understanding the structure and properties of ionic melts. Experience suggests that calculations at the Hartree-Fock level of theory are adequate, provided that a reasonable basis set is chosen. Figure 17.7 shows the variation of the anisotropy and incremental mean pair polarizability as a function of distance. [Pg.293]

Measurements of electrical conductivity permit the identification of the charge-carrying species in the solid phase and also the detection of ionic melts [111,417]. Bradley and Greene [418], for example, could determine the kinetics of reactions between Agl, KI and Rbl because the product (K, Rb)Ag4Is had a considerably higher conductivity than the reactants. The conductivity of the reactant mixture was proportional to the thickness of the product layer. [Pg.38]

When the linear response theory is applied to electric conductivity in an ionic melt, the total charge current J t) can be defined as... [Pg.150]

Delimarskii Y.K., Tumanova, N.Ch., Shilina G.V., Barchuk L.P. Polarography of Ionic Melts. Kiev Naykova Dumka, 1978 (in Russian). [Pg.442]

In an ionic melt, coulombic forces between charges of opposite sign lead to relative short-distance ordering of ions, with anions surrounded by cations and vice versa. The probability of finding a cation replacing an anion in such ordering is effectively zero and, from a statistical point of view, the melt may be considered as a quasi-lattice, with two distinct reticular sites that we will define as anion matrix and cation matrix. [Pg.411]

Since the work of Edwards et al. a vast array of molten salts has been studied, including mixtures and eutectics [2-5]. Beyond the binary ionic melt there are two important factors affecting the local order of the system, namely, the covalency of the interaction between unlike ions and the stoichiometry... [Pg.74]

Besides PbO which shows a large change in conductivity in the vicinity of the melting point (Fig. 1), liquid Li20 is probably an ionic melt. The specific conductivity of the solid near the melting temperature of 1570°C is about 105 ohm-1 cm-1 but that of the melt is 7 ohm-1 cm-1 (57). The latter value is comparable to that of molten LiCl, but the increase on fusion is even greater than the halides. By analogy, other molten alkali oxides are probably also ionic conductors. [Pg.303]

It may be desirable to define certain basic physical processes afresh, when we are dealing with systems essentially subject to two-dimensional conformations and hence two-dimensional constraints. This is the case for membranes, and also for a number of alkali salts of alkali -alkane carboxylates. These melt to give mesophases, in which the anions and cations are arranged in layerlike structures. At considerably higher temperatures the mesophases pass into isotropic ionic melts, but in the intervening temperature range they exhibit marked anisotropy of optical and physical properties. In these mesophases, which are ordered fluid... [Pg.276]

For example, the treatment of diffusion that is to follow is solely restricted to semi-infinite linear diffusion, i.e., diffusion that occurs in the region between x = 0 and x —> +oo, to a plane of infinite area. Thus, diffusion to a point sink—called spherical diffusion—is not treated, though it has been shown to be relevant to the particular problem of the electrolytic growth of dendritic crystals from ionic melts. [Pg.499]

The classification system described earlier is limited to the simplest kinds of individual melts and is not intended to include mixtures. However, molten mixtures of these different classes of compounds are often more practical solvents than the melts of the individual compounds, due to their much lower melting points and other favorable properties, and this system of classification can usually be extended to these mixtures. For example, the very popular molten LiCl-KCl eutectic mixture is simply a binary ionic melt, whereas molten NaN03-KN03-LiN03 is a ternary polyanionic melt. Interestingly, the equimolar molten mixture of the simple ionic salt NaCl (a) and the molecular compound A1C13 (d) produces a simple polyanionic salt melt (b) composed of Na+ and A1C14 ions ... [Pg.512]

The melts and melt mixtures that are discussed in this chapter are limited to those classified in categories (a) and (b) because these intrinsically conductive ionic melts are the most widely used electrochemical solvents. For the purpose of this chapter, low-melting salts are defined as those melting below 100°C, moderatemelting salts encompass those melting below 300°C, and all others are considered to be high-melting salts (>300°C). [Pg.512]

A careful investigation of the picrate systems yields a substantial diameter anomaly [87] observed with all reasonable choices of the order parameter (see, however, somewhat contradicting results in Ref. 89). The data are consistent with the predicted (1 — a) anomaly. Large diameter anomalies are expected, when the intermolecular interactions depend on the density, as expected in these cases The dilute phase is essentially nonconducting and mainly composed of neutral ion pairs, while the concentrated phase is a highly conducting ionic melt [68]. However, any general conclusion is weakened by the fact that with Pitzer s system no such anomaly was observed [96]. [Pg.17]

While some specific role of the K+ cation may account for the increased reactivity of benzothiophene with increasing amounts of KOH in the hydroxide mixture, the possible role of the total base, KOH, cannot be neglected. Potassium hydroxide is a stronger base and nucleophile in this system than NaOH is (10), and the increased basicity and nucleophilicity could account for increased reactivity toward benzothiophene decomposition. The chemical nature of ionic melts is not fully understood. While the hydroxide melts are believed to be fully dissociated (H), explanations have also been given for the formation of "quasicrystalline states (12), where order within the melt exists and dissociation is not complete. It is difficult to deduce how much independent freedom K+ and 0H have and if either the K+ cation or KOH or both are the important species. [Pg.62]

Figure 4.9. Correlation between surface energy of molten oxides and C3.TF.vm 2/3 (with Cj = 1.18 x 10-8). Non-numbered symbols (full circles and hollow triangles) relate to the ionic melts of Figure 4.10. Reprinted from (Tanaka et al. 1996) with kind permission of the authors. Figure 4.9. Correlation between surface energy of molten oxides and C3.TF.vm 2/3 (with Cj = 1.18 x 10-8). Non-numbered symbols (full circles and hollow triangles) relate to the ionic melts of Figure 4.10. Reprinted from (Tanaka et al. 1996) with kind permission of the authors.
Ionic melts possess electrical conductivities roughly a factor ten larger than those of concentrated aqueous solutions of strong electrolytes (ionophores). [Pg.59]

The important acid activity in Nafion is appropriately represented by trifluo-romethane sulfonic (triflic) acid, CF3SO3H see Fig. 1.5. Dielectric spectroscopy has suggested that a significant amount of triflic acid is not dissociated in the ionic melt at 50% mole fraction of water (Barthel et al, 1998). But the deprotonation chemistry of hydrated triflic acid hasn t been experimentally studied over the wide range of hydration and temperature that would be relevant to the function of sulfonate-based polyelectrolyte membrane materials. [Pg.9]

The exact mechanism has still not been completely worked out. " Opinions have been expressed that it is completely intermolecular, ° completely intramolecular, and partially inter- and intramolecular. One way to decide between inter- and intramolecular processes is to run the reaction of the phenolic ester in the presence of another aromatic compound, say, toluene. If some of the toluene is acylated, the reaction must be, at least in part, intermolecular. If the toluene is not acylated, the presumption is that the reaction is intramolecular, though this is not certain, for it may be that the toluene is not attacked because it is less active than the other. A number of such experiments (called crossover experiments) have been carried out sometimes crossover products have been found and sometimes not. As in 11-17, an initial complex (68) is formed between the substrate and the catalyst, so that a catalyst/substrate molar ratio of at least 1 1 is required. In the presence of aluminum chloride, the Fries rearrangement can be induced with micro-wave irradiationSimply heating phenyl acetate with microwave irradiation gives the Fries rearrangement. " The Fries rearrangement has been carried out in ionic melts. [Pg.736]

Approximate methods such as nonlocal polarizability density models or label-free exchange perturbation theory are useful near the minimum of the interaction potential and go beyond the classical DID model [77]. Several papers deal with effective polarizabilities in liquids [88, 95-98, 140, 152, 391] ionic melts [14, 15, 58] and solids [64, 66, 67, 137-139, 661-663]. The case of charge transfer in atomic collisions has also been considered [71]. [Pg.447]

In Part II we are concerned with CILS of liquids and solids. Computer simulation of molecular dynamics has emerged as a most powerful technique for the study of simple liquids and solids, and we include here such work as far as it is related to CILS because molecular dynamics studies are usually aimed at simulating the dense phases. This part is divided into three sections the first one considers the general theory of light scattering in the dense states related to CILS, the internal field problem, and so on. Section 2 is concerned with the CILS spectra of liquids, mostly, of course, of ordinary liquids and solutions, but work concerning superfluids and ionic melts is also included. Section 3 deals with the CILS-related spectra of amorphous and crystalline solids that have been prominently featured in the recent 22nd Faraday Symposium [435]. [Pg.457]

The structure of a vanadyl tetrachloride salt has been characterized with the l-ethyl-3-methyl-imidazolium cation (152).698 The coordination chemistry of V02+ with F was investigated in ionic melts.699 X(o) calculations were carried out to characterize the electronic structures and d-d... [Pg.207]


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See also in sourсe #XX -- [ Pg.616 ]

See also in sourсe #XX -- [ Pg.616 ]




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Equilibria in solid oxide-ionic melt systems

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Homogeneous acid-base equilibria and acidity scales in ionic melts

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