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Geometrical structures

Molecular structure of thiazoie ix nd lengths in A (left), bond angles in degrees (right). [Pg.46]

From the direction of the quadrupole axis of nitrogen it is concluded that its lone pair is symmetrically placed outside the ring, along the bisector of angle C(2)-N-C(4) (159). [Pg.46]


How are fiindamental aspects of surface reactions studied The surface science approach uses a simplified system to model the more complicated real-world systems. At the heart of this simplified system is the use of well defined surfaces, typically in the fonn of oriented single crystals. A thorough description of these surfaces should include composition, electronic structure and geometric structure measurements, as well as an evaluation of reactivity towards different adsorbates. Furthemiore, the system should be constructed such that it can be made increasingly more complex to more closely mimic macroscopic systems. However, relating surface science results to the corresponding real-world problems often proves to be a stumbling block because of the sheer complexity of these real-world systems. [Pg.921]

A catalyst is a material that accelerates a reaction rate towards thennodynamic equilibrium conversion without itself being consumed in the reaction. Reactions occur on catalysts at particular sites, called active sites , which may have different electronic and geometric structures than neighbouring sites. Catalytic reactions are at the heart of many chemical industries, and account for a large fraction of worldwide chemical production. Research into fiindamental aspects of catalytic reactions has a strong economic motivating factor a better understanding of the catalytic process... [Pg.937]

Winter B J, Parks E K and Riley S J 1991 Copper clusters the interplay between electronic and geometrical structure J. Chem. Rhys. 94 8618... [Pg.2403]

Lain L, Su C X and Armentrout P B 1992 Collision-induced dissociation ofTi (n = 2-22) with Xe bond energies, geometric structures, and dissociation pathways J. Chem. Rhys. 97 4084... [Pg.2403]

Dinitrogen oxide is a colourless gas the molecule has the geometric structure N—N—O, and is a resonance hybrid of the two forms... [Pg.228]

The molecular formula of ozone was determined by comparing its rate of diffusion with that of a known gas. The geometric structure... [Pg.264]

The dichromate ion has the following geometrical structure (single lines not necessary implying single bonds) ... [Pg.378]

Beneath the conservation properties of QCMD its equations of motion possess another important geometric structure by being time reversible. As shown in [10], the application of symmotric integrators to reversible problems yields... [Pg.401]

The generation of loops is necessary because disconnected regions are often separated by a section where a few amino acids have been inserted or omitted. These are often extra loops that can be determined by several methods. One method is to perform a database search to find a similar loop and then use its geometric structure. Often, other conformation search methods are used. Manual structure building may be necessary in order to find a conformation that connects the segments. Visual inspection of the result is recommended in any case. [Pg.188]

Although values of emittance and absorptance depend in very complex ways on the real and imaginaiy components of the refractive index and on the geometrical structure of the surface layer, the gener-ahzations that follow are possible. [Pg.572]

One must be sure of the purity of the model compound. It may have deteriorated (for example, by reaction or water absorption), its surface may not have the same composition as the bulk, or it may not be of the correct crystallographic phase. It is tempting to use single crystals to be sure of the geometric structure, but noncubic crystals give angle-dependent spectra. The crystallography of any compound should be checked with XRD. [Pg.230]

MEIS has proven to be a powerful and intuitive tool for the study of the composition and geometrical structure of surfaces and interfaces several layers below a surface. The fact that the technique is truly quantitative is all but unique in surface science. The use of very high resolution depth profiling, made possible by the high-resolution energy detectors in MEIS, will find increased applicability in many areas of materials science. With continued technical development, resulting in less costly instrumentation, the technique should become of even wider importance in the years to come. [Pg.512]

The precise description of geometrical structures of CNTs has been reported by lijima [1], who was the first discoverer of carbon microtubules. Electron diffraction (ED) results are presented in Chap. 3. In this chapter, the authors will focus on the electronic structures of CNTs from the viewpoint of EELS by using TEM equipped with an energy-filter in the column or under the column. [Pg.31]

So far, we ve considered calculations which investigate a molecular system having a specified geometric structure. As we ve seen, structural changes within a molecule usually produce differences in its energy and other properties. [Pg.39]

The perfection of the geometrical structure. This is confirmed by a great number of x-ray reflexes, including, and in particular, the occurrence of layer reflexes and reflexes of a higher order than the first one (Fig. 5 and Table 3). [Pg.842]

The simplest possible attraetor is a fixed point, for which all trajectories starting from the appropriate basin-of-attraction eventually converge onto a single point. For linear dissipative dynamical systems, fixed-point attractors are in fact the only possible type of attractor. Non-linear systems, on the other hand, harbor a much richer spectrum of attractor-types. For example, in addition to fixed-points, there may exist periodic attractors such as limit cycles for two-dimensional flows or doubly periodic orbits for three-dimensional flows. There is also an intriguing class of attractors that have a very complicated geometric structure called strange attractors [ruelleSO],... [Pg.171]

Geometric isomerism A type of isomerism that arises when two species have the same molecular formulas but (Efferent geometric structures, 413 octahedral planar, 415 square planar 414 trans isomer, 414... [Pg.688]


See other pages where Geometrical structures is mentioned: [Pg.173]    [Pg.1056]    [Pg.1825]    [Pg.2355]    [Pg.2941]    [Pg.413]    [Pg.104]    [Pg.350]    [Pg.429]    [Pg.45]    [Pg.45]    [Pg.63]    [Pg.171]    [Pg.37]    [Pg.227]    [Pg.456]    [Pg.473]    [Pg.41]    [Pg.2]    [Pg.45]    [Pg.256]    [Pg.735]    [Pg.13]    [Pg.849]    [Pg.708]    [Pg.245]    [Pg.398]    [Pg.619]    [Pg.79]    [Pg.82]   
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See also in sourсe #XX -- [ Pg.46 ]

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See also in sourсe #XX -- [ Pg.45 ]

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Asymmetry Parameter. Moments of Inertia. Geometrical Structure

Cages geometrical structure

Carbon clusters geometrical structure

Carbon geometrical structures

Carbonates Geometric structures

Cation geometric structures

Close-packed structures, geometric requirements

Clusters geometrical structure

Diatomic molecules geometrical structure

Electronic and Geometric Structures of Metals in Biological Systems

Electronic properties geometric structures

Electronic structure calculations geometric optimization

Electronic structure geometric calculations

Electronic structure geometric predictions

GEOMETRICAL DERIVATION OF SIMPLE LAYER-TYPE STRUCTURES

Geometric and Electronic Structures

Geometric calculations transition metal electronic structure

Geometric cluster structure

Geometric isomerism Occurs when atoms rigid structure

Geometric properties molecular structures

Geometric structure

Geometric structure

Geometric structure carbanions

Geometric structure excited states

Geometric structure of SiF

Geometric structure of macromolecules

Geometric structure surface reconstructions

Geometric structure triplet carbenes

Geometric structure, high pressure chemical

Geometric structures, metals

Geometric structures, metals biological systems

Geometric structuring

Geometric structuring

Geometrical Features of Corrugated Structured Packings

Geometrical Structure. Vibrations. Dissociation

Geometrical and Chemical Structure of Fused Silica Surface

Geometrical and electronic structures

Geometrical considerations about intermetallic crystal structures

Geometrical parameters, molecular structure

Geometrical representation structure prediction

Geometrical requirements in the close-packed structures

Geometrical structure approximation from

Geometrical structure factor

Inertia. Geometrical Structure

Interrelations Between Material Properties and Geometrical Structures

Isomerism geometrical structural

Molecular structure design, geometrical concept

Nomenclature, geometrical structure and isomerism of coordination compounds

Olivines Geometric structures

Oxide geometric structure

Photobioreactor geometric structures

Polyacetylene geometric structure

Rotational Constants. Geometrical Structure

Rotational Constants. Moments of Inertia. Geometrical Structure

Simple geometric pore structure

Simple geometric pore structure models

Single-walled nanotubes geometric structure

Structural, Geometric, and Optical Isomers

Surface geometric structure

Transition State Geometric Structure in the Adiabatic PT Picture

Water geometric structure

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