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Center atoms

All five models for ethane show roughly the same information. The Wire model looks like a line formula in your chemistry textbook, except that all atoms, not just earbons, are found at the end of a line or at the intersection of lines. (The only exception occurs where three atoms lie on a line. Here, a Wire model will not show the exact position of the center atom.) The Wire model uses color to distinguish different atoms, and one, two and three lines to indicate single, double and triple bonds, respectively. [Pg.6]

Craig, D. P., Proc. Roy. Soc. [London) A202, 498, Electronic levels in simple conjugated systems. I. Configuration interaction in cyclobutadiene. (ii) All the interelectron repulsion integrals, three- and four-centered atomic integrals, are included. [Pg.329]

The charge distribution determined within clusters by CNDO has been reported for only a few cases. Let us consider only one cluster, the 13-atom fee cluster with only two geometrically different types of atom. There is a center atom with 12 nearest neighbors, and there are 12 surface atoms each with 4 nearest neighbors. At the equilibrium bond length (0.34 nm) the center atom has a net positive charge, but this situation is reversed at the bulk experimental distance (0.288 nm). [Pg.84]

BF3 and CF4 are nonpolar molecules. CF4, NF3, OF2 and HF have tetrahedral electronic geometries, but have different molecular geometries since they have 0, 1,2, and 3 lone pairs of electrons around the center atom, respectively. [Pg.124]

Diffusion of dioxygen occurs 102 105 times more slowly with the diffusion coefficient D 10 7 10 10 cm2 s 1 Carbon-centered atom of P changes its orbital hybridization in this reaction and changes the C—C bond angles from 120° to 109°. Since P is macroradical and is surrounded by segments of macromolecules, this process occurs with an activation energy Solubility of dioxygen in the amorphous phase of polymer is about 3 x 10 4-2 x 10 3 mol L 1 atm-1... [Pg.671]

It is also possible that orbitals of different kinds on the two atomic centers such as s-pz, p -d , d,z-p, etc. can combine to generate the MO for the diatomic molecules. As the one-center atomic orbitals are not orthogonal in molecules, for the depiction of electronic structure, the concept of hybridization is quite useful. [Pg.28]

Optical spectroscopy also provides an excellent tool with which to obtain information on the electronic structure of absorbing/emitting centers (atoms, ions, defects, etc.), their lattice locations, and their environments. In other words, optical spectroscopy allows us to Took inside solids by analyzing the emerging light. [Pg.7]

Usually, optical bands of centers (atoms, ions, etc.) in solids are broader than those found in gases or liquids. This is because centers are in general more diluted (isolated) in gases or liquids than in solids, and so they are subjected to less important interactions with their neighborhood. [Pg.11]

Figure 5.2 Schematic views of the octahedral left) and tetrahedral right) interstitial sites that exist inside an fee metal. The octahedral site is formed by connecting six face center atoms, while the tetrahedral site is formed by connecting four adjacent nearest neighbor atoms. Figure 5.2 Schematic views of the octahedral left) and tetrahedral right) interstitial sites that exist inside an fee metal. The octahedral site is formed by connecting six face center atoms, while the tetrahedral site is formed by connecting four adjacent nearest neighbor atoms.
The DAS model has the least number of dangling bonds (19) among all the models ever proposed. There are 12 dangling bonds at the adatoms, 6 at the rest atoms, and 1 at the center atom deep in the corner hole. The 19 dangling bonds are at different energy levels. [Pg.16]

In this figure, positive amplitude is denoted by the clear spheres and negative amplitude is shown by the darkened spheres the magnitude of the kth C-atom centered atomic orbital in the nth 7t-molecular orbital is given by (2/L)1/2 sin(n7tkRcc/L). [Pg.24]

In addition, the term 1, n-induction (n = 1, 2,. ..) is often used in order to describe the relative position of an inducing chirality center (atom n) and a reacting trigonal center (atom l)27. [Pg.57]

Keep in mind that for close-packed structures, the atoms touch each other in all directions, and all nearest neighbors are equivalent. Let us first examine the HCP structure. Figure 1.17 is a section of the HCP lattice, from which you should be able to see both hexagons formed at the top and bottom of what is called the unit cell. You should also be able to identify the ABA layered structure in the HCP unit cell of Figure 1.17 through comparison with Figure 1.16. Let us count the number of atoms in the HCP unit cell. The three atoms in the center of the cell are completely enclosed. The atoms on the faces, however, are shared with adjacent cells in the lattice, which extends to infinity. The center atoms on each face are shared with one other HCP unit cell, either above (for the top face) or below (for the bottom face), so they contribute only half of an atom each to the HCP unit cell under consideration. This leaves the six corner atoms on each face (12 total) unaccounted for. These comer atoms are at the intersection of a total of six HCP unit cells (you should convince yourself of this ), so each comer atom contributes only one-sixth of an atom to our isolated HCP unit cell. So, the total number of whole atoms in the HCP unit cell is... [Pg.29]

For example, the center atom in the BCC space lattice (see Figure 1.20) has cell coordinates of 1/2, 1/2, 1/2. Any two points are equivalent if the fractional portions of their coordinates are equal ... [Pg.40]

In a manner similar to that nsed to calculate the density of a nnit cell, we can calcn-late the density of atoms on a plane, or planar density. The perpendicular intersection of a plane and sphere is a circle, so the radius of the atoms will be helpful in calcnlat-ing the area they occnpy on the plane. Refer back to Example Problem 1.4 when we calcnlated the lattice parameter for a BCC metal. The section shown along the body diagonal is actually the (110) plane. The body-centered atom is entirely enclosed by this plane, and the comer atoms are located at the confluence of four adjacent planes, so each contributes 1/4 of an atom to the (110) plane. So, there are a total of two atoms on the (110) plane. If we know the lattice parameter or atomic radius, we can calculate the area of the plane, Ap, the area occupied by the atoms, Ac, and the corresponding... [Pg.42]

The presence in azoles of both pyrrole-like and pyridine-like heteroatoms leads to a highly perturbed n-electron distribution. As a result, these molecules often display along with ir-excessive centers, atoms with a rather high rr-deficiency, sometimes even higher than in typical azines. We first consider non-fused azoles (Table 1). [Pg.95]

Suppose that we have a system of three atoms each with a n orbital but with the center atom different from the end atoms, as in N02 or NOf. The symmetry is still C2l and so we still expect MOs belonging to the representations A2 and 2B, of C2,.. The expression for the A2 orbital will still be, for reasons of symmetry alone,... [Pg.184]

Figure 7.9 The two general cases of three-center bonding. Case I center atom employs a symmetric orbital. Case II center atom employs an antisymmetric orbital. Figure 7.9 The two general cases of three-center bonding. Case I center atom employs a symmetric orbital. Case II center atom employs an antisymmetric orbital.

See other pages where Center atoms is mentioned: [Pg.304]    [Pg.101]    [Pg.17]    [Pg.23]    [Pg.65]    [Pg.107]    [Pg.217]    [Pg.338]    [Pg.180]    [Pg.513]    [Pg.789]    [Pg.362]    [Pg.362]    [Pg.84]    [Pg.269]    [Pg.238]    [Pg.267]    [Pg.274]    [Pg.203]    [Pg.267]    [Pg.29]    [Pg.33]    [Pg.534]    [Pg.310]    [Pg.83]    [Pg.404]    [Pg.185]    [Pg.186]    [Pg.187]    [Pg.164]   
See also in sourсe #XX -- [ Pg.362 ]




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And reactions of sp2-carbanionic centers atoms

Asymmetric centers nitrogen atoms

Asymmetric centers phosphorus atoms

Atom Center Fragment concept

Atom center distances

Atom centered monopole

Atom centered quadrupole

Atom-Centered Approximations

Atom-Centered Basis Function Approach

Atom-centered algorithms

Atom-centered basis set

Atom-centered charges

Atom-centered density matrix propagation

Atom-centered density matrix propagation ADMP)

Atom-centered dipoles

Atom-centered distributed multipole

Atom-centered distributed multipole expansion

Atom-centered fragments

Atom-centered indexes

Atom-centered means approximation

Atom-centered monopoles

Atom-centered multipolar functions

Atom-centered pair potentials

Atom-centered point charges

Atomic centers

Atomic coordinates center function

Bhabha Atomic Research Center

Carbon atom, stereo-center

Catalytic centers oxygen atom transfer

Center for atomic-scale materials design

Charge density atom-centered expansion

Coordinates, atomic fragment centered

Coordinates, atomic molecule centered

Gold Atoms at One Center

Hetero atom centered radicals

Indira Gandhi Center for Atomic Research

Indira Gandhi Center for Atomic Research IGCAR)

Nucleus The small, dense center of positive charge in an atom

Numerically tabulated atom-centered orbitals

Of sp2-carbanionic centers in the vicinity heterocyclic nitrogen atoms

Sp2-Carbanionic centers in the vicinity heterocyclic nitrogen atoms, generation

Space partitioning based on the atom-centered multipole expansion

Stereogenic atoms center

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