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Packings model

Fig. 2. Stmcture of the mineral 2eohte chaba2ite is depicted by packing model, left, and skeletal model, right. The sihcon and aluminum atoms He at the corners of the framework depicted by soHd lines. In this figure, and Figure 1, the soHd lines do not depict chemical bonds. Oxygen atoms He near the midpoint of the lines connecting framework corners. Cation sites are shown in three different locations referred to as sites I, II, and III. Fig. 2. Stmcture of the mineral 2eohte chaba2ite is depicted by packing model, left, and skeletal model, right. The sihcon and aluminum atoms He at the corners of the framework depicted by soHd lines. In this figure, and Figure 1, the soHd lines do not depict chemical bonds. Oxygen atoms He near the midpoint of the lines connecting framework corners. Cation sites are shown in three different locations referred to as sites I, II, and III.
Fig. 4. Model of the ciystal structure of zeolites X, Y, and the mineral faujasite. At the tight is shown the tetrahedral arrangement of tmncated octahedra surrounding one large cavity. On the left the packing model of zeohte X is shown, containing three types of Na cations. Fig. 4. Model of the ciystal structure of zeolites X, Y, and the mineral faujasite. At the tight is shown the tetrahedral arrangement of tmncated octahedra surrounding one large cavity. On the left the packing model of zeohte X is shown, containing three types of Na cations.
The distance of each reflection from the center of the pattern is a function of the fiber-to-film distance, as well as the unit-cell dimensions. Therefore, by measuring the positions of the reflections, it is possible to determine the unit-cell dimensions and, subsequently, index (or assign Miller indices to) all the reflections. Their intensities are measured with a microdensitometer or digitized with a scanner and then processed.8-10 After applying appropriate geometrical corrections for Lorentz and polarization effects, the observed structure amplitudes are computed. This experimental X-ray data set is crucial for the determination and refinement of molecular and packing models, and also for the adjudication of alternatives. [Pg.318]

Figure 9. Spherical anion size effects on maximum possible [Si(Pc)0]Xy n doping levels as seen from a simple packing model. Figure 9. Spherical anion size effects on maximum possible [Si(Pc)0]Xy n doping levels as seen from a simple packing model.
Gillespie, R.J. (2000). Improving our understanding of molecular geometry and the VSEPR model through the ligand close-packing model and the analysis of electron density distributions. [Pg.298]

Gillespie, R.J. Robinson, E.A. (1998). Molecular geometry of "ionic" molecules A ligand close packing model. Advances in Molecular Structure and Resonance, 4, 1-41. [Pg.298]

In the packing model [50,62,68] the entanglement distance is interpreted by the gradual build-up of geometrical restrictions due to the existence of other chains in the environment or, more precisely, the entanglement distance is determined by a volume which must contain a defined number of different chains. This approach is based on the observation that, for many polymer chains, the product of the density of the chain sections between entanglements is... [Pg.53]

Since Gaussian statistics contain only L and /K in the combination Edwards scaling formula for a = 3 and is also followed by the packing models. [Pg.55]

C. G. Wilson and F. J. Spooner, A Sphere-Packing Model for the Prediction of Lattice Parameters and Order in o Phases, Acta Cryst., 39A, 342 (1973). [Pg.117]

A derived crystal packing model proved to be useful in resolving the crystal structure of a metastable polymorph of racemic modafinil, where details of the solved crystal structure of one polymorph was used as a basis for developing the structure of the other [12]. It was found that the calculated XRPD pattern matched well with the experimental data, indicating the correctness of the analysis. The powder diffraction of two polymorphs of chlorothalonil were solved to obtain... [Pg.265]

From the above considerations, it should be clear that packing models based on hep X or hep X2 alone cannot provide appropriate descriptions for compounds with the FeS2—m type structure. Before we reach a... [Pg.95]

Figure 3.27. Unit cell of the cP4-AuCu3 type structure. In (a) a packing model, in (b) the positions of the atom centres, in (c) the same unit cell viewed along the cube diagonal are illustrated. In (d) as an introduction to the exercises reported in the text, a selection of the relevant coordinate triplets is shown both in the cell at the origin and in two adjacent cells. Figure 3.27. Unit cell of the cP4-AuCu3 type structure. In (a) a packing model, in (b) the positions of the atom centres, in (c) the same unit cell viewed along the cube diagonal are illustrated. In (d) as an introduction to the exercises reported in the text, a selection of the relevant coordinate triplets is shown both in the cell at the origin and in two adjacent cells.
Fig. 31 Schematic diagram of the packing model for hydrogen-series oligomers in the solid state (oligomer 15 is shown)... Fig. 31 Schematic diagram of the packing model for hydrogen-series oligomers in the solid state (oligomer 15 is shown)...
Table II. The x-ray residuals for the three packing models shown in Fig. 4... Table II. The x-ray residuals for the three packing models shown in Fig. 4...
Figure 4. Composite close-packed model of the blood group A megalosaccha ride (equivalent to Figure 1). Figure 4. Composite close-packed model of the blood group A megalosaccha ride (equivalent to Figure 1).
It has to be emphasized that all assumptions on the mesophase geometries and packing models made by Goodby are based on observations made under the POM X-ray experiments were not carried out. Thus, the observations still have preliminary character [67, 68]. Similar compounds were also studied by Neve, also with respect to complexation. Copper [69] and palladium [70] complexes of derivatives of 51d were found to form mesophases. [Pg.138]


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See also in sourсe #XX -- [ Pg.3 ]

See also in sourсe #XX -- [ Pg.209 , Pg.210 , Pg.259 ]




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Atomistic packing models

Basic Models of Heat Transfer in Packed Beds

Close packing hard sphere model

Close-Packing Model for the Alum Crystal

Close-packed lattice model

Closest Sphere Packings as Models for Metal Crystals

Crystalline solids closest packing model

Cubic Close Sphere Packings as Models for a Silver Crystal

Cubic Closest Packing as a Model for Silver Crystals

Dense random packing model

Dense-random-packed models

Derived crystal packing model

Geometric packing models

Hard sphere packing model

Hexagonal closest packing model

Ligand Close Packing (LCP) Model

Ligand close-packing model

Ligand close-packing model molecules

Ligand close-packing model theory

Mathematical models of packed bed

Modeling and Simulation of Packed Bed Reactors

Modeling of Packed Bed Superheaters

Modeling packed-bed reactors

Models for the packed-bubble-column gas-liquid reactors

Monolayer dispersion close-packed model

One-dimensional Modeling of Packed-bed Membrane Reactors

Oxygen packing models

Packed Bed Reactor Models

Packed bed heat exchanger models

Packed bed model

Packed bed models of permittivity for capacitance probes

Packed bed models of resistivity for conduction probes

Packed bed two-dimensional model

Packed beds continuum models

Packed beds microscopic models

Packing constraints model

Packing-of-spheres models

Polymer packing models

Random close packing model

Scale Models of Packed Tubular Reactors

Sphere pack models

Sphere-packing models

Sphere-packing models applied to structures of elements

The Ligand Close-Packing (LCP) Model

The Ligand Close-Packing Model

Three-dimensional Modeling of a Packed-bed Membrane Reactor

Two-Dimensional Model of Packed-Bed Electrodes

Two-dimensional Modeling of Packed-bed Membrane Reactors

VSEPR model Ligand close-packing

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