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Orbit attracting

This means that all members of an n cycle share exactly the same stability property, and it makes sense to call the whole orbit attracting, neutral, or repelling, respectively, depending on whether one of its elements has this property. [Pg.40]

In the ortho adducts, which are the major products with Z- and X-substituted alkenes like acrylonitrile 8.53 and ethyl vinyl ether 8.76, the stereoselectivity is strongly in favour of the exo adducts 8.130 and 8.131.1158 The obvious explanation to try is to invoke secondary orbital interactions, when we take the most favourable frontier orbital interactions preceding the charge transfer. We can see from Fig. 8.10, that this will be the combination of the LUMO of the Z-substituted system with i/j5 of benzene, which has good primary overlap represented by the solid lines, and a secondary orbital repulsion 8.132 (wavy line) favouring the formation of the exo adduct. For the donor substituent, the most important combination of orbitals will be the HOMO of the X-substituted alkene, similar to ip2 of the allyl system, with i/j3 of benzene, which introduces a secondary orbital attraction 8.133 (dashed curve) in the endo mode, and ought to favour the formation of the endo adduct. Secondary orbital interactions do not provide a reliable explanation. [Pg.424]

Thus E. is the average value of the kinetic energy plus the Coulombic attraction to the nuclei for an electron in ( ). plus the sum over all of the spin orbitals occupied in of the Coulomb minus exchange interactions. If is an occupied spin orbital, the temi [J.. - K..] disappears and the latter sum represents the Coulomb minus exchange interaction of ( ). with all of the 1 other occupied spin orbitals. If is a virtual spin orbital, this cancellation does not occur, and one obtains the Coulomb minus exchange interaction of cji. with all N of the occupied spin orbitals. [Pg.2173]

Chemical reactions can be studied at the single-molecule level by measuring the fluorescence lifetime of an excited state that can undergo reaction in competition with fluorescence. Reactions involving electron transfer (section C3.2) are among the most accessible via such teclmiques, and are particularly attractive candidates for study as a means of testing relationships between charge-transfer optical spectra and electron-transfer rates. If the physical parameters that detennine the reaction probability, such as overlap between the donor and acceptor orbitals. [Pg.2497]

Molecular orbitals were one of the first molecular features that could be visualized with simple graphical hardware. The reason for this early representation is found in the complex theory of quantum chemistry. Basically, a structure is more attractive and easier to understand when orbitals are displayed, rather than numerical orbital coefficients. The molecular orbitals, calculated by semi-empirical or ab initio quantum mechanical methods, are represented by isosurfaces, corresponding to the electron density surfeces Figure 2-125a). [Pg.135]

The PEOE method leads to only partial equalization of orbital electronegativities. Thus, each atom of a molecule retains, on the basis of Eq. (12), a residual electronegativity that measures its potential to attract further electrons. It has been shown that the values of residual electronegativities can be taken as a quantitative measure of the inductive effect [35]. [Pg.332]

The first term in eludes the electrostatic attraction s and repulsions between the net charges on pairs of atoms, one from each molecule. The second in volves in teraction s between occupied and vacant molecular orbitals on the two molecules. The hypothesis is that the reaction proceeds in a way to produce the most favorable... [Pg.139]

The diagonal elements of the core Ham iltonian simply represent theenergy ofan electron in an atom ic orbital of the correspondin g atom, plus the attraction ofan electron in th at atom ic orbital (on atom A) for the other nuclei (atoms D). [Pg.274]

In order to calculate higher-order wavefunctions we need to establish the form of the perturbation, f. This is the difference between the real Hamiltonian and the zeroth-order Hamiltonian, Remember that the Slater determinant description, based on an orbital picture of the molecule, is only an approximation. The true Hamiltonian is equal to the sum of the nuclear attraction terms and electron repulsion terms ... [Pg.135]

To provide further insight why the SCF mean-field model in electronic structure theory is of limited accuracy, it can be noted that the average value of the kinetic energy plus the attraction to the Be nucleus plus the SCF interaction potential for one of the 2s orbitals of Be with the three remaining electrons in the s 2s configuration is ... [Pg.232]

In summary, it seems that for most Diels-Alder reactions secondary orbital interactions afford a satisfactory rationalisation of the endo-exo selectivity. However, since the endo-exo ratio is determined by small differences in transition state energies, the influence of other interactions, most often steric in origin and different for each particular reaction, is likely to be felt. The compact character of the Diels-Alder activated complex (the activation volume of the retro Diels-Alder reaction is negative) will attenuate these eflfects. The ideas of Sustmann" and Mattay ° provide an attractive alternative explanation, but, at the moment, lack the proper experimental foundation. [Pg.7]

The characteristic feature of valence bond theory is that it pictures a covalent bond between two atoms in terms of an m phase overlap of a half filled orbital of one atom with a half filled orbital of the other illustrated for the case of H2 m Figure 2 3 Two hydrogen atoms each containing an electron m a Is orbital combine so that their orbitals overlap to give a new orbital associated with both of them In phase orbital overlap (con structive interference) increases the probability of finding an electron m the region between the two nuclei where it feels the attractive force of both of them... [Pg.60]

Let us now examine the Diels-Alder cycloaddition from a molecular orbital perspective Chemical experience such as the observation that the substituents that increase the reac tivity of a dienophile tend to be those that attract electrons suggests that electrons flow from the diene to the dienophile during the reaction Thus the orbitals to be considered are the HOMO of the diene and the LUMO of the dienophile As shown m Figure 10 11 for the case of ethylene and 1 3 butadiene the symmetry properties of the HOMO of the diene and the LUMO of the dienophile permit bond formation between the ends of the diene system and the two carbons of the dienophile double bond because the necessary orbitals overlap m phase with each other Cycloaddition of a diene and an alkene is said to be a symmetry allowed reaction... [Pg.414]

The diagonal elements of the core Hamiltonian simply represent the energy of an electron in an atomic orbital of the corresponding atom, plus the attraction of an electron in that atomic orbital... [Pg.274]

Charge-Transfer Forces. An electron-rich atom, or orbital, can form a bond with an electron-deficient atom. Typical examples are lone pairs of electrons, eg, in nitrogen atoms regularly found in dyes and protein and polyamide fibers, or TT-orbitals as found in the complex planar dye molecules, forming a bond with an electron-deficient hydrogen or similar atom, eg, —0 . These forces play a significant role in dye attraction. [Pg.350]


See other pages where Orbit attracting is mentioned: [Pg.1452]    [Pg.318]    [Pg.217]    [Pg.1452]    [Pg.318]    [Pg.1452]    [Pg.318]    [Pg.217]    [Pg.1452]    [Pg.318]    [Pg.24]    [Pg.54]    [Pg.901]    [Pg.2055]    [Pg.393]    [Pg.57]    [Pg.366]    [Pg.261]    [Pg.277]    [Pg.295]    [Pg.90]    [Pg.133]    [Pg.155]    [Pg.210]    [Pg.211]    [Pg.202]    [Pg.274]    [Pg.50]    [Pg.61]    [Pg.917]    [Pg.125]    [Pg.261]    [Pg.277]    [Pg.295]    [Pg.525]    [Pg.180]    [Pg.59]    [Pg.101]    [Pg.167]    [Pg.283]   
See also in sourсe #XX -- [ Pg.40 ]




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Attraction between molecules filled and empty orbitals

Attractive Orbital Interactions

Attractive periodic orbit

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