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Potential ionic

A fourth factor of mineral stability is the Fe(II) and Mn(II) contents. In aerobic soils the presence of these ions increases weathering rates because their oxidation to Fe(III) and Mn(HI,IV) creates charge imbalances. In anaerobic soils, on the other hand, minerals containing the oxidized ions are unstable. [Pg.183]

Smaller particles weather more rapidly, but the size effect is great only when the particles are less than several micrometers in size. Cleavage planes allow particles to be more easily broken apart. Feldspars and micas, for example, have clearly defined cleavage planes. Particularly in the case of feldspars, the cleavage planes hasten the rate of mineral breakdown. [Pg.183]

The ions with the lowest ionic potentials are oxyanions formed by the smallest, most highly charged cations—SO -, NO, CO2-, and so on. These cations repel several protons from associated water molecules to form permanent oxide ligands. Such oxyanions are water soluble by geochemical standards and hence tend to be leached from soils. Phosphate and silicate are the least soluble members of this group. They lie near the boundary between soluble oxyanions and insoluble hydroxides. The loss of borates and silicates, but not so much of phosphate, is characteristic of moderate to advanced stages of soil development [Pg.184]


For example, consider a simple crystal witii one atom per lattice point the total ionic potential can be written as... [Pg.100]

This ionic potential is periodic. A translation of r to r + R can be acconnnodated by simply reordering the sunnnation. Since the valence charge density is also periodic, the total potential is periodic as the Hartree and exchange-correlation potentials are fiinctions of the charge density. In this situation, it can be shown that the wavefiinctions for crystalline matter can be written as... [Pg.101]

The thennodynamic properties are calculated from the ion-ion pair correlation fimctions by generalizing the expressions derived earlier for one-component systems to multicomponent ionic mixtures. For ionic solutions it is also necessary to note that the interionic potentials are solvent averaged ionic potentials of average force ... [Pg.485]

The data given should serve only as reference values following the rule, the higher the ionic potential, the thicker the hydration layer of the water molecules around the ion, and the slower the ionic diffusion. Cations generally diffuse more rapidly than anions. [Pg.187]

The basic idea of the pseudopotential theory is to replace the strong electron-ion potential by a much weaker potential - a pseudopotential that can describe the salient features of the valence electrons which determine most physical properties of molecules to a much greater extent than the core electrons do. Within the pseudopotential approximation, the core electrons are totally ignored and only the behaviour of the valence electrons outside the core region is considered as important and is described as accurately as possible [54]. Thus the core electrons and the strong ionic potential are replaced by a much weaker pseudopotential which acts on the associated valence pseudo wave functions rather than the real valence wave functions (p ). As... [Pg.19]

Cation Ionic potential ) Species Acidity-basicity... [Pg.21]

Cartledge, G. H. (1928a). Studies on the periodic system. I. The ionic potential as a periodic function. Journal of the American Chemical Society, 50, 2855-63. [Pg.27]

Cells of the type in Scheme 11 represent the simplest case of cells with a bi-ionic potential [3]. Hence, in the case of a larger number of ions transferred through the organic phase a multi- or polyionic potential should be considered. Liquid ion-selective electrodes operate on the basis of cells of the type in Scheme 10 their selectivity can be examined with the use of Scheme 11 and polyionic cells. [Pg.27]

Standard ionic potentials Ajy can be calculated from the ionic distribution coefficients or transfer energies see Eq. (30). In order to perform such calculations, an appropriate nonthermodynamic assumption that allows division of the E> mx) or electrolyte function into ionic constituents has to be made. At the present time, the assumption about the equality of the transfer energies of tetraphenylarsonium cations (TPhAs ) and tetra-phenylborate anions (TPhB ) is considered as most appropriate [2,36]. It can be presented in the following form ... [Pg.29]

The ionic potentials can be experimentally determined either with the use of galvanic cells containing interfaces of the type in Scheme 7 or electroanalytically, using for instance, polarography, voltammetry, or chronopotentiometry. The values of and Aj f, obtained with the use of electrochemical methods for the water-1,2-dichloroethane, water-dichloromethane, water-acetophenone, water-methyl-isobutyl ketone, o-nitrotol-uene, and chloroform systems, and recently for 2-heptanone and 2-octanone [43] systems, have been published. These data are listed in many papers [1-10,14,37]. The most probable values for a few ions in water-nitrobenzene and water-1,2-dichloroethane systems are presented in Table 1. [Pg.30]

The recombination of He is a special case. We include it here because of the similarities with H3 and because it is the only known example where three-body recombination of a diatomic molecular ion dominates over the binary process. The literature on the helium afterglow is quite large and we will not be able to do justice to all aspects of this problem. Mulliken71 had predicted that fast dissociative recombination of Hej should not occur due to a lack of a suitable curve crossing between the ionic potential curve and repulsive curves of He. Afterglow experiments in pure helium, at sufficient pressure to enable formation of Hej ions, have confirmed this expectation. It does not appear that the true binary recombination... [Pg.75]

The pedosphere is defined as the loose surface of the earth and the interface among the lithosphere, biosphere, atmosphere and hydrosphere (Merritts et al., 1997 Han et al., 2002a). Banin and Navrot (1975) found a similar pattern of the distribution of elements as indicated by ionic potentials... [Pg.48]

Figure 2.2. F.lemental enrichment factors in soils, plotted on a log scale against the ionic potential of the elements... Figure 2.2. F.lemental enrichment factors in soils, plotted on a log scale against the ionic potential of the elements...
Figure 2.3. Elemental enrichment factors in baterial and fungi, plotted on a log scale against the ionic potential of the elements (after Banin and Navrot, 1975. Reprinted from Science, 189, Banin A. and Navrot J., Origin of Life Clues from relations between chemical compositions of living organisms and natural environments, pp 550-551, Copyright (1975), with permission from AAAS)... Figure 2.3. Elemental enrichment factors in baterial and fungi, plotted on a log scale against the ionic potential of the elements (after Banin and Navrot, 1975. Reprinted from Science, 189, Banin A. and Navrot J., Origin of Life Clues from relations between chemical compositions of living organisms and natural environments, pp 550-551, Copyright (1975), with permission from AAAS)...
Figure 7.15 (a) Enthalpy of formation of ternary oxides and nitrides from their binary constituent compounds as a function of the ratio of ionic potential [16]. Reprinted with permission from [16] Copyright (1997) American Chemical Society, (b) Gibbs energy of the oxide-sulfide equilibrium for group 1 and 2 metals at 1773 K as a function of the optical basicity of the metal. [Pg.213]

As trivalent americium has a smaller ionic potential than the ions of plutonium it hydrolyses to a much lesser extent than the various plutonium ions. However, like Pu3+, hydrolytic reactions and complex formation are still an important feature of the aqueous chemistry of Am3+. Starik and Ginzberg (25) have shown that Am(III) exists in its ionic form from pH 1.0 to pH 4.5 but above pH 4.5 hydrolysis commences and at pH 7.0 colloidal species are formed. The hydrolytic behaviour of Cm(III) resembles that of Am(III). [Pg.54]

Where ions are disordered over a partially occupied array of energetically equivalent sites, their motion is diffusive. Fig. 3.6 illustrates the variation in ionic potential with intersite position for three possible situations in which a set of energetically equivalent sites are partially occupied by mobile ions. The partially occupied sites may (a) share common faces in a continuously connected network through the structure, (b) be separated from one another by an array of empty sites, or (c) be separated from one another by an array of sites that are occupied by the mobile ions. [Pg.50]


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Ionicity potential

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