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Bonding valence electron distribution

Just as a is the linear polarizability, the higher order terms p and y (equation 19) are the first and second hvperpolarizabilities. respectively. If the valence electrons are localized and can be assigned to specific bonds, the second-order coefficient, 6, is referred to as the bond (hyper) polarizability. If the valence electron distribution is delocalized, as in organic aromatic or acetylenic molecules, 6 can be described in terms of molecular (hyper)polarizability. Equation 19 describes polarization at the atomic or molecular level where first-order (a), second-order (6), etc., coefficients are defined in terms of atom, bond, or molecular polarizabilities, p is then the net bond or molecular polarization. [Pg.24]

Lewis x> wrote in 1916 a paper suggesting that chemical bonds are effectuated by electron-pairs, and that well-behaved elements have 8 outer (valency) electrons distributed in four pairs, either shared with adjacent atoms to form chemical bonds, or remaining on the atom as lone-pairs . With exception of helium, the noble gases have also 8 electrons, but they are on the limit of becoming inner electrons (like in the subsequent alkaline-metals) and lack typical characteristics of lone-pairs, such as proton affinity in solution (however much EH+ and EX+ formed by the halogens can be detected in mass-spectra). [Pg.2]

For the heavier elements, relativistic effects due to the core may become important. To account for this in the simplest way, the electrons in the core can be replaced by a potential that produces the same valence electron distribution as an all-electron relativistic computation. This also reduces the computer time needed as well, since the number of functions is reduced. Another hazard of doing all-electron calculations with small basis sets on lower-row elements is that the bond lengths have large error. The relativistic effective core potential (RECP) that we employed was CEP-121G (12). For this RECP, the geometry was optimized at the MP2 level of theory, and a single-point energy was computed at the CCSD(T) level of theory (13). [Pg.384]

Structural formulas, such as shown in Fig. 9-1. represent the valence electron distributions in covalent molecules and ions. These structures are not meant to indicate actual bond angles in three-dimensional varieties such as CH3CI, NH3, and NH4 they merely show the number of bonds connecting... [Pg.124]

The set of all the EM of a FIEM can be represented by a family F = Bo,. .Bfoi 6e-matrices. Each 6e-matrix contains all the constitutional information of the EM, t. e., all information concerning the bonds and certain aspects of valence electron distributions in that EM, which conventional chemical formulas would contain. The 6e-matrices can be considered representations of density matrices (see also Section III.C). [Pg.32]

A carbene is a neutral intermediate containing divalent carbon, in which the carbon atom is covalently bonded to two other groups and has two valency electrons distributed between two non-bonding orbitals. If the two electrons are spin-paired the carbene is a singlet if the spins of the electrons are parallel it is a triplet. [Pg.299]

When finally the electron was discovered in 1897, it was realized that oxidation is equivalent to removal of electrons and reduction is equivalent to addition of electrons to the chemical system in question. It remained customary to associate oxidation state with atoms. For example, in the compounds H2S, S2, SO, SO2, and H2SO4, sulfur has the oxidation states -2,0, -1-2, -1-4, and -1-6, respectively. This is the formal oxidation state of an atom, which is important when the electrons in the chemical reaction are counted to find the stoichiometric coefficients in the reaction equation. The size of an added or removed electron is usually too large, due to the uncertainty relations, to be associated with a single atom. LiH, for example, can be regarded as Li+H , LiH, or Li H+, but there is no unique way to find out from the calculated density which case applies. The bonding valence electrons are distributed over the whole molecule. [Pg.70]

The analysis of these materials by XPS included the use of valence band spectra. The use of valence band spectra has become more popular due to the ability to fingerprint polymer structure [21,34,35]. Spectra taken with monochromatic source XPS instruments allow analysis of the photoelectron emission from the molecular orbitals. The valence electrons are involved only in chemical bonding and not core level ionization. They give rise to valence band spectra (0-50 eV). This type of spectrum is more sensitive to changes in molecular structure than the core lines because it reflects only changes in the valence electron distribution. The valence band spectrum can act as the fingerprint of a particular valence electron arrangement in a polymer surface. The valence band spectra for the dry plasma-... [Pg.923]

In the previous sections, emphasis has been placed on the study of the core levels of polymer systems. Information concerning structure and bonding has then been largely inferred from shifts in core binding energies which reflect differences in valence electron distributions. Of obvious interest is the direct investigation of the valence levels of polymers the derived information being relevant to the detailed interpretation in particular of the electrical properties of samples. [Pg.308]

Several other theories, quantum mechanical in nature, have discussed the importance of the distortion of the valence electron distribution regarding d and have shown a correlation between the Miller delta and bond dipole moments. [Pg.256]

All four sp orbitals are of equal energy Therefore according to Hund s rule (Sec tion 1 1) the four valence electrons of carbon are distributed equally among them making four half filled orbitals available for bonding... [Pg.64]

The properties of tert butyl cation can be understood by focusing on its structure which IS shown m Figure 4 9 With only six valence electrons which are distributed among three coplanar ct bonds the positively charged carbon is sp hybridized The unhybridized 2p orbital that remains on the positively charged carbon contains no elec Irons Its axis is perpendicular to the plane of the bonds connecting that carbon to the three methyl groups... [Pg.156]


See other pages where Bonding valence electron distribution is mentioned: [Pg.634]    [Pg.712]    [Pg.36]    [Pg.127]    [Pg.397]    [Pg.104]    [Pg.68]    [Pg.131]    [Pg.151]    [Pg.2]    [Pg.129]    [Pg.273]    [Pg.262]    [Pg.98]    [Pg.144]    [Pg.69]    [Pg.215]    [Pg.240]    [Pg.169]    [Pg.159]    [Pg.45]    [Pg.76]    [Pg.5]    [Pg.4598]    [Pg.106]    [Pg.91]    [Pg.227]    [Pg.247]    [Pg.283]    [Pg.221]    [Pg.1282]    [Pg.162]    [Pg.115]    [Pg.342]    [Pg.2]    [Pg.46]   
See also in sourсe #XX -- [ Pg.89 ]




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