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Discrete valences

Intermediate between these two extremes are minerals classified as Class II compounds in which the two sites are similar but distinguishable that is, both are octahedral sites, but with slightly different metal-oxygen distances, ligand orientation or bond-type. Examples include the amphibole Ml, M2 and M3 sites (figs 4.14 and 5.18), the mica trans-Ml and c -M2 sites (fig. 5.21) and babingtonite (Bums and Dyar, 1991). Such materials still exhibit properties of cations with discrete valences, but they have low energy IVCT bands and may be semiconductors. [Pg.134]

Ligands and molecules bind to organometallic and coordination complexes with energies comparable to the adsorption energies found for surfaces. As on surfaces, the chemical bond formed in such complexes also contains significant s or p character. A major difference with metal surfaces is the importance of discrete valence electron occupation numbers on complex stability. A prototype coordination compound is Ni(CO)4. [Pg.99]

Magnetite is a spinel ferrite which can be written as Fe [Fe Fe ]04. Unlike y-Fe203 it has no cation vacancies on the octahedral sites, but these sites contain equal numbers of Fe + and Fe + ions. A transition in many of its physical properties takes place between 110 and 120 K, and Verwey postulated a fast electron-transfer process (electron hopping) between the Fe + and Fe ions on the octahedral B sites above this temperature. The low-temperature form has discrete valence states and orthorhombic symmetry. [Pg.251]

D = lonicitv. or valency N = almost neutral P = partially ionic, mixed-valent D = partially ionic, discrete valencies I = almost ionic... [Pg.8]

This is certainly one of the most important design considerations. Partial filling of the Brillouin zone is necessary for metallic conduction. In fact, even in the early TCNQ research at duPont in the 1960 s, higher conductivities were achieved from complex TCNQ salts than with simple salts [88-90] (Table 3). The last two entries in Table 3 are really semiconductors with an activation energy for conduction, but the room-temperature resistivities are quite low. It is clear, however, that partial CT is essential it is also clear that mixed valence (in the sense of the Robin-Day [91] class IIIB) must also be achieved, i.e. one cannot have discrete valences at discrete sites (as, e.g. in CS2TCNQ3, which is a complex salt, but has low conductivity because it has a ISCA3D lattice). [Pg.12]

Fig. 3.35. The room temperature Mossbauer spectrum of Fe Fs-TItjO, showing the discrete valence spectra of iron(II), the outer lines, and iron(III), the inner lines. (From Walton et ai, 1976.)... Fig. 3.35. The room temperature Mossbauer spectrum of Fe Fs-TItjO, showing the discrete valence spectra of iron(II), the outer lines, and iron(III), the inner lines. (From Walton et ai, 1976.)...
A typical x-ray photoelectron spectmm consists of a plot of the iatensity of photoelectrons as a function of electron E or Ej A sample is shown ia Figure 8 for Ag (21). In this spectmm, discrete photoelectron responses from the cote and valence electron energy levels of the Ag atoms ate observed. These electrons ate superimposed on a significant background from the Bremsstrahlung radiation inherent ia n onm on ochrom a tic x-ray sources (see below) which produces an increa sing number of photoelectrons as decreases. Also observed ia the spectmm ate lines due to x-ray excited Auger electrons. [Pg.275]

In all cases, broad diffuse reflections are observed in the high interface distance range of X-ray powder diffraction patterns. The presence of such diffuse reflection is related to a high-order distortion in the crystal structure. The intensity of the diffuse reflections drops, the closer the valencies of the cations contained in the compound are. Such compounds characterizing by similar type of crystal structure also have approximately the same type of IR absorption spectra [261]. Compounds with rock-salt-type structures with disordered ion distributions display a practically continuous absorption in the range of 900-400 cm 1 (see Fig. 44, curves 1 - 4). However, the transition into a tetragonal phase or cubic modification, characterized by the entry of the ions into certain positions in the compound, generates discrete bands in the IR absorption spectra (see Fig. 44, curves 5 - 8). [Pg.115]

Here, W is a cut-off of the order of the 7t-band width, introduced because the right-hand side of Eq. (3.13) is formally divergent. As in the discrete model, the spectrum of eigenstates of Hct for A(a)= Au has a gap between -Ao and +Alh separating the empty conduction band from the completely filled valence band. [Pg.363]

The electron configuration in the valence orbitals of the sulfur atom (3s 3p4) suggests that it will form two covalent bonds by making use of two half-filled 3p orbitals. This is, in fact, observed in the molecule S8, which is present in the common forms of solid sulfur. The S8 molecules assume the form of a puckered ring, as shown in Figure 20-3. As with the phosphorus, the stability of this crystalline form of sulfur is due to van der Waals forces between discrete molecules. [Pg.366]

Fig. 3. Ground state spin (S) and valence delocalization schemes for the known oxidation states of [Fe3S4] clusters. Discrete [Fe3S4] clusters have not been observed in siny protein, but they have been identified as fragments in heterometallic cubane clusters. Reduction of the [Fe3S4]+ cluster by three electrons, to yield a putative aU-ferrous cluster, occurs with the concomitant addition of three protons. Key S , grey Fe +, black Fe +, white Fe, white with central black dot. Fig. 3. Ground state spin (S) and valence delocalization schemes for the known oxidation states of [Fe3S4] clusters. Discrete [Fe3S4] clusters have not been observed in siny protein, but they have been identified as fragments in heterometallic cubane clusters. Reduction of the [Fe3S4]+ cluster by three electrons, to yield a putative aU-ferrous cluster, occurs with the concomitant addition of three protons. Key S , grey Fe +, black Fe +, white Fe, white with central black dot.
In the solid state the core levels of atoms essentially remain as discrete, localized levels as shown in Figure 5.28. The valence orbitals overlap significantly with those of neighbouring atoms, generating bands of spatially delocalized energy levels. [Pg.170]

In 1996 Stack and co-workers reported an unusual 3 1 (copper 02 stoichiometry) reaction between a mononuclear copper(I) complex of a A-permethylated (lR,2R)-cyclohexanediamine ligand with dioxygen. The end product of this reaction, stable at only low temperatures (X-ray structure at —40 °C) is a discrete, mixed-valence trinuclear copper cluster (1), with two Cu11 and a Cu111 center (Cu-Cu 2.641 and 2.704 A).27 Its spectroscopic and magnetic behavior were also investigated in detail. The relevance of this synthetic complex to the reduction of 02 at the trinuclear active sites of multicopper oxidases4-8 was discussed. Once formed, it exhibits moderate thermal stability, decomposed by a non-first-order process in about 3h at —10 °C. In the presence of trace water, the major isolated product was the bis(/i-hydroxo)dicopper(II) dimer (2). [Pg.748]

To determine the BEs (Eq. 1) of different electrons in the atom by XPS, one measures the KE of the ejected electrons, knowing the excitation energy, hv, and the work function, electronic structure of the solid, consisting of both localized core states (core line spectra) and delocalized valence states (valence band spectra) can be mapped. The information is element-specific, quantitative, and chemically sensitive. Core line spectra consist of discrete peaks representing orbital BE values, which depend on the chemical environment of a particular element, and whose intensity depends on the concentration of the element. Valence band spectra consist of electronic states associated with bonding interactions between the... [Pg.94]


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