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Sphere occupation

Figure3.19 Schematic representation ofthe bulk radius Rmax, the solid angle Qmax, and the sphere occupation parameter Socc. Figure3.19 Schematic representation ofthe bulk radius Rmax, the solid angle Qmax, and the sphere occupation parameter Socc.
It is obvious that calculated values are systematically lower than the experimental data. Comparison of the experimental and calculated values of coefficient p shows that along with the changes in occupancy levels that appear at elevated temperatures, inter-particular interactions also make a significant contribution. Band intensity is generally defined as the derivative of the dipole moment with respect to the normal coordinate. It is, therefore, logical to assume that thermal extension and outer-sphere cation replacement have a similar influence on the potential of inter-ionic interactions, which, in turn, lead to the intensity changes. [Pg.197]

HzPO . The values are 0.24, 0.21, 0.16 and 0.13, respectively. The values span a range of a factor of two which must be admitted to be a little larger than the experimental uncertainty and also easily within the differences among the anions in their probability of occupancy of the crucial outer sphere site adjacent to the leaving water molecule. All are nearly a factor of five below the water exchange rate. These results conform neatly to the predictions. [Pg.15]

The arrows indicate the directions of displacement of the ligands due to repulsion by the nonbonding d electrons. The spheres on the cube edges mark the centers of gravity of the charges of the t2 orbitals a gray sphere means occupation by one electron more than a white sphere... [Pg.76]

Although the space filling of the body-centered cubic sphere packing is somewhat inferior to that of a closest-packing, the CsCl type thus turns out to be excellently suited for compounds with a 1 1 composition. Due to the occupation of the positions 0,0,0 and with different kinds of atoms, the structure is not... [Pg.160]

Occupation of Tetrahedral Interstices in Closest-packings of Spheres... [Pg.206]

We consider a simple redox electron transfer of hydrated redox particles (an outer-sphere electron transfer) of Eqn. -1 at semiconductor electrodes. The kinetics of electron transfer reactions is the same in principal at both metal and semiconductor electrodes but the rate of electron transfer at semiconductor electrodes differs considerably from that at metal electrodes because the electron occupation in the electron energy bands differs distinctly with metals and semiconductors. [Pg.249]

Most commonly used is certainly the molecular electrostatic potential. It can be derived from any kind of charge distribution. Usually, the MEP is first calculated on a grid and subsequently transformed to the sphere or Gaussian representation. Quite important is the electron density distribution, which closely models the steric occupancy by a molecule. Other approaches utilize artificial fields for physicochemical properties commonly associated with binding, like a field for the hydrophobicity [193] or H-bonding potential [133,194]. [Pg.84]

The selective S3mthesis of tri- and dichlorotitanium complexes 140-142 bearing chiral tridentate Schiff base ligands derived from (lf ,25)-( )-l-aminoindanol (Fig. 20) has been recently reported. X-ray structural studies of these complexes revealed a mononuclear feature with an octahedral coordination sphere at the metal center, and a meridional occupation of the Schiff base. Surprisingly, though these complexes lack the typical ROP-initiating units such as aUcoxides or amides, they are effective catalysts for the controlled ROP of L-lactide, as evidenced by the linearity of the molecular weight versus [l-LA] [Ti] ratio as well as the narrow PDIs (1.17-1.33) [127]. [Pg.259]


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See also in sourсe #XX -- [ Pg.89 , Pg.242 ]




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