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Atomic valency

Here, and Lj are local indices having the form shown in Eq. (5), where lo is a constant characterizing the ith atom (in some cases the atom valence can be used to this end), Nh is the number of attached hydrogen atoms and is the charge density calculated by some fast method such as the Marsili-Gasteiger charge calculation method [7]. [Pg.295]

The trends in chemical and physical properties of the elements described beautifully in the periodic table and the ability of early spectroscopists to fit atomic line spectra by simple mathematical formulas and to interpret atomic electronic states in terms of empirical quantum numbers provide compelling evidence that some relatively simple framework must exist for understanding the electronic structures of all atoms. The great predictive power of the concept of atomic valence further suggests that molecular electronic structure should be understandable in terms of those of the constituent atoms. [Pg.7]

Much of quantum chemistry attempts to make more quantitative these aspects of chemists view of the periodic table and of atomic valence and structure. By starting from first principles and treating atomic and molecular states as solutions of a so-called Schrodinger equation, quantum chemistry seeks to determine what underlies the empirical quantum numbers, orbitals, the aufbau principle and the concept of valence used by spectroscopists and chemists, in some cases, even prior to the advent of quantum mechanics. [Pg.7]

Other techniques in which incident photons excite the surface to produce detected electrons are also Hsted in Table 1. X-ray photoelectron Spectroscopy (xps), which is also known as electron spectroscopy for chemical analysis (esca), is based on the use of x-rays which stimulate atomic core level electron ejection for elemental composition information. Ultraviolet photoelectron spectroscopy (ups) is similar but uses ultraviolet photons instead of x-rays to probe atomic valence level electrons. Photons are used to stimulate desorption of ions in photon stimulated ion angular distribution (psd). Inverse photoemission (ip) occurs when electrons incident on a surface result in photon emission which is then detected. [Pg.269]

This is taken to be the atomic valence state ionization energy, invariably written 0)i and treated as an empirical parameter to be determined by fitting an experimental result. [Pg.139]

Aflinivalenz, /, atomicity, valence, affizieren, v.t. affect, move. [Pg.16]

Figure 16-3D shows the simplified representation of the interaction of two helium atoms. This time each helium atom is crosshatched before the two atoms approach. This is to indicate there are already two electrons in the Is orbital. Our rule of orbital occupancy tells us that the Is orbital can contain only two electrons. Consequently, when the second helium atom approaches, its valence orbitals cannot overlap significantly. The helium atom valence electrons fill its valence orbitals, preventing it from approaching a second atom close enough to share electrons. The helium atom forms no chemical bonds. ... [Pg.278]

Example the n = 2 shell of Period 2 atoms, valence-shell electron-pair repulsion model (VSEPR model) A model for predicting the shapes of molecules, using the fact that electron pairs repel one another. [Pg.970]

Any hybrid orbital is named from the atomic valence orbitals from which It Is constmcted. To match the geometry of methane, we need four orbitals that point at the comers of a tetrahedron. We construct this set from one s orbital and three p orbitals, so the hybrids are called s p hybrid orbitais. Figure 10-8a shows the detailed shape of an s p hybrid orbital. For the sake of convenience and to keep our figures as uncluttered as possible, we use the stylized view of hybrid orbitals shown in Figure 10-8Z). In this representation, we omit the small backside lobe, and we slim down the orbital in order to show several orbitals around an atom. Figure 10-8c shows a stylized view of an s p hybridized atom. This part of the figure shows that all four s p hybrids have the same shape, but each points to a different comer of a regular tetrahedron. [Pg.663]

Hybrid orbitals form from combinations of atomic valence orbitals. [Pg.665]

The Lewis stmcture of moiecuiar oxygen shows the two atoms connected by a double bond, with two nonbonding electron pairs on each oxygen atom. Both atoms in O2 are outer atoms, so there are no constraining bond angles and no need for hybridization. Atomic valence 2. S and 2 p orbitals can be used to describe the bonding in this molecule. [Pg.696]

The MaxEnt valence density for L-alanine has been calculated targeting the model structure factor phases as well as the amplitudes (the space group of the structure is acentric, Phlih). The core density has been kept fixed to a superposition of atomic core densities for those runs which used a NUP distribution m(x), the latter was computed from a superposition of atomic valence-shell monopoles. Both core and valence monopole functions are those of Clementi [47], localised by Stewart [48] a discussion of the core/valence partitioning of the density, and details about this kind of calculation, may be found elsewhere [49], The dynamic range of the L-alanine model... [Pg.21]

Figure 6(b) shows the difference between the MaxEnt valence density and the reference density, in the COO- plane. The error peaks in the bonding and lone-pair regions, where the deformation features are systematically lower than the reference map (negative contours). The deviation from the reference is largest in the region around the Cl atom valence shell, and reaches -0.406 e A 3. [Pg.31]

Surprisingly little has been done to take advantage of these valence band spectra, perhaps because of some of the challenges in interpretation. In principle, it should be possible to fit these spectra with component peaks that correspond to contributions from individual atomic valence orbitals. However, a proper comparison of the experimental and calculated band structures must take into account various correction factors, the most important being the different photoelectron cross-sections for the orbital components. [Pg.104]

Finally, the NRT bond orders about atom A can be summed to give the total natural atomic valency VA as... [Pg.34]

Table 3.30. The NRTdescriptors of XYZ triatomic anions (see Table 3.28), showing bond orders (bxy and by/), central-atom valency (Vy total, covalent, and ionic components), and percentage weights of leading resonance structures (X—Y Z, X. Y— Z, X—Y— Z, X. Y+ Z )... Table 3.30. The NRTdescriptors of XYZ triatomic anions (see Table 3.28), showing bond orders (bxy and by/), central-atom valency (Vy total, covalent, and ionic components), and percentage weights of leading resonance structures (X—Y Z, X. Y— Z, X—Y— Z, X. Y+ Z )...
Table 3.31. Trigonal bipyramidal anions, comparing central-atom valency Vm (and percentage ionic character), d-orbital occupancy du, bond lengths Rmx, bond orders />mx (andpercentage ionic character), and ligand atomic charges Qx for oo-bonded (SiH3 , SiFs-, and SiH3F2 ) versus non-w-bonded (CH3F2-)... Table 3.31. Trigonal bipyramidal anions, comparing central-atom valency Vm (and percentage ionic character), d-orbital occupancy du, bond lengths Rmx, bond orders />mx (andpercentage ionic character), and ligand atomic charges Qx for oo-bonded (SiH3 , SiFs-, and SiH3F2 ) versus non-w-bonded (CH3F2-)...
Table 3.33. NBO/NRT descriptors of molecules in Table 3.32, including atomic charges (Q), central atom d-orbital occupancy (c/m )> NRT bond orders, and central-atom valency (with percentage ionic character)... Table 3.33. NBO/NRT descriptors of molecules in Table 3.32, including atomic charges (Q), central atom d-orbital occupancy (c/m )> NRT bond orders, and central-atom valency (with percentage ionic character)...
Table 3.36. Geometries and NBO/NRT descriptors of common oxyanions XOmn (see Fig. 3.91), showing symmetry, bond length Rxo, NRT bond order bxo and central-atom valency Vx, atomic charges Qx and Qo, and d-orbital occupancy dx for representative first- and second-row species... Table 3.36. Geometries and NBO/NRT descriptors of common oxyanions XOmn (see Fig. 3.91), showing symmetry, bond length Rxo, NRT bond order bxo and central-atom valency Vx, atomic charges Qx and Qo, and d-orbital occupancy dx for representative first- and second-row species...
Of much greater importance are two quantum-mechanical features that are unique to the hydrogen-atom valence shell ... [Pg.660]

The unique absence of angular and radial nodes in the H-atom valence orbital has two important consequences for the efficacy of nB—oah interaction at the H-terminus. [Pg.661]

In summary, we can say that, because of the unique absence of angular and radial nodes in the H-atom valence shell, the hydride oah orbital is uniquely suited to strong n-a donor-acceptor interactions with Lewis bases. In turn, the unique energetic and angular features of nB-aAH interactions (or equivalently, of B H—A <—> B—H+ A covalent-ionic resonance) can be directly associated with the distinctive structural and spectroscopic properties of B - H—A hydrogen bonding. [Pg.661]

Vf(H) hydrogen atom valency of the protonated nitrogen atom... [Pg.185]


See other pages where Atomic valency is mentioned: [Pg.330]    [Pg.611]    [Pg.37]    [Pg.281]    [Pg.970]    [Pg.554]    [Pg.597]    [Pg.598]    [Pg.598]    [Pg.600]    [Pg.602]    [Pg.604]    [Pg.91]    [Pg.98]    [Pg.31]    [Pg.300]    [Pg.641]    [Pg.40]    [Pg.592]    [Pg.594]    [Pg.589]    [Pg.8]    [Pg.558]    [Pg.250]    [Pg.272]    [Pg.91]    [Pg.92]    [Pg.93]   
See also in sourсe #XX -- [ Pg.68 ]




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