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Bonding band

The structure of CaB contains bonding bands typical of the boron sublattice and capable of accommodating 20 electrons per CaB formula, and separated from antibonding bands by a relatively narrow gap (from 1.5 to 4.4 eV) . The B atoms of the B(, octahedron yield only 18 electrons thus a transfer of two electrons from the metal to the boron sublattice is necessary to stabilize the crystalline framework. The semiconducting properties of M B phases (M = Ca, Sr ", Ba, Eu, Yb ) and the metallic ones of M B or M B5 phases (Y, La, Ce, Pr, Nd ", Gd , Tb , Dy and Th ) are directly explained by this model . The validity of these models may be questionable because of the existence and stability of Na,Ba, Bft solid solutions and of KB, since they prove that the CaB -type structure is still stable when the electron contribution of the inserted atom is less than two . A detailed description of physical properties of hexaborides involves not only the bonding and antibonding B bands, but also bonds originating in the atomic orbitals of the inserted metal . ... [Pg.227]

Figure 21 shows the photoelectron spectra of 34 (M = Ge) at 42 and 272 °C. The evident change in the shape of the spectrum clearly indicates the decomposition of the trimer. Band 1 was attributed to ionization of the sulphur lone pair of the monomeric species 33 (M = Ge), band 2 is related to the ji Ge=S bond, bands 4 and 6 to the a Ge—S and a Ge—C bonds respectively. Bands 3 and 5 were assigned to the ionization of a dimeric species. The assignment was supported by pseudopotential calculations. Also, the photoelectron spectrum of the dimeric species ( -Bu2GeS)2 was detected. [Pg.324]

Fig. 2-3. Formation of electron energy bands in constructing a solid crystal X from atoms of X ro = stable atom-atom distance in crystal BB = bonding band ABB = antibonding band e, = band gap. Fig. 2-3. Formation of electron energy bands in constructing a solid crystal X from atoms of X ro = stable atom-atom distance in crystal BB = bonding band ABB = antibonding band e, = band gap.
Fig. 2-12. Electron energy band formation of silicon crystals from atomic frontier orbitals number of silicon atoms in crystal r = distance between atoms rg = stable atom-atom distance in crystals, sp B8 = bonding band (valence band) of sp hybrid orbitals sp ABB = antibonding band (conduction band) of sp hybrid orbitals. Fig. 2-12. Electron energy band formation of silicon crystals from atomic frontier orbitals number of silicon atoms in crystal r = distance between atoms rg = stable atom-atom distance in crystals, sp B8 = bonding band (valence band) of sp hybrid orbitals sp ABB = antibonding band (conduction band) of sp hybrid orbitals.
Contrary to the lanthanide metals, at least in the first half of the series, the conduction band of the actinide metals (bonding band of the metal) will be very complex. It will consist of 6 d, 7 s and 5 f admixtures. The physical properties, even the magnetic ones will be determined by this complex conduction band. [Pg.23]

Similarly, the centres of gravity of the f-projected bonding and anti-bonding bands... [Pg.288]

Elements with few valence electrons will thus be expected to adopt high coordination structures and be metallic. Those with larger numbers (4 or more) will be expected to adopt lower coordination structures in which the ns/np band is split and only the lower bonding band is occupied. [Pg.190]

If an electron acceptor is added, it takes electrons from the lower n bonding band. The doped polyacetylene now has holes in its valence band and, like p-type semiconductors, has a higher conductivity than the undoped material. Electron donor dopants add electrons to the upper n band, making this partly full, and so producing an n-type semiconductor. [Pg.286]

Abstract—The spectroscopic phenomena of strong hydrogen bonds (band shifts, band broadening, intensity increase) are attributed to the interaction of the n electrons with the hydrogen atom, using the latter s distorted p-orbit. The analogy of the spectra phenomena in the hydrogen-chelated and metal-chelated coinpounds is stressed. [Pg.191]

The reactivity of a double bond, even in a polymer, is strong enough to authorize a lot of reactions (H2, 03...). We paid a special attention to the reaction of iodine vapor as it is a simple reaction for the IR identification of double bond bands in a polymer. As example, we can see on fig. 7 that bands associated with the double bond of ENB residue in EPDM can be identified at 3040, 1685, 808 and 540 cm"1 the last two bands being assi-... [Pg.27]

The UV photoelectron spectra of the saturated compounds have attracted considerable attention. According to current theories of bonding the two lone pair orbitals on oxygen and sulfur in saturated systems are primarily p-type. One is essentially non-bonding whereas the other, which lies in the C—Z—C plane, is largely bonding. Bands associated with ejection... [Pg.958]

As shown in Figure 5.6, the dz2 and pz orbitals can hybridize to form a o-bonding band and a o-antibonding band. The dxz and dyz orbitals hybridize with the pA and pv orbitals to produce a jr-bonding band and a jt-antibonding band. The dxy and dxi y2 do not hybridize with any p-orbitals and so produce a metallic 6-band in the gap between the hybridized covalent orbitals. [Pg.71]

Negative values ofN —N0, the electrolyte effect on the association numbers of water, are called the structure-breaker effect. One can speak of negative hydration31. The estimation of the hydration numbers by spectroscopic or solubility methods gives only an approximation of the sum effect. The spectra of the H-bond bands show in second approximation distinct differences between the ion effects on the H-bonds7 ). — The partial molar volume Vx of water in electrolyte solutions is negative in all solutions but the series of -values corresponds to the Hofmeister ion series too. The negative V1 volume indicates an electrostriction effect around the ions. [Pg.132]

In mixtures water and solvents with lone pair electrons, the structure depends on the base strength of the lone pair electrons in the series given on page 9. For example the spectra of water-dioxan (Fig. 14) show a weaker frequency shift in comparison with water-alcohol mixtures (Fig. 12) — that means weaker H-bonds — of the H-bond band of water (1.92 q instead 1.94 /a). The wavelength 1.896 ju in Fig. 14 of the non H-bonded OH band instead 1.89 ju in water/methanol (Fig. 12) corresponds with a non H-bonded water OH group whose second OH is H-bonded (Compare the free OH band in liquid water 200 °C < T< 350° in Fig. 1249 ). [Pg.136]

In this chapter, the basic types of chemical bonds existing in condensed phases are discussed. These interactions include ionic bonds, metallic bonds, covalent bonding (band theory), and intermolecular forces. In Chapter 10, the structures of some inorganic crystalline materials will be presented. [Pg.118]

Strong phenyl ring adsorption around 700 cm-1 precludes the detection of S-bonding band situated in that region. [Pg.218]


See other pages where Bonding band is mentioned: [Pg.67]    [Pg.242]    [Pg.24]    [Pg.36]    [Pg.40]    [Pg.48]    [Pg.48]    [Pg.692]    [Pg.45]    [Pg.52]    [Pg.95]    [Pg.102]    [Pg.751]    [Pg.296]    [Pg.297]    [Pg.152]    [Pg.692]    [Pg.74]    [Pg.183]    [Pg.71]    [Pg.123]    [Pg.134]    [Pg.169]    [Pg.286]    [Pg.65]    [Pg.252]    [Pg.252]    [Pg.74]    [Pg.490]    [Pg.210]    [Pg.150]    [Pg.208]   
See also in sourсe #XX -- [ Pg.24 , Pg.36 ]




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