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Defects of crystal structure

An extension of the kinetic theory on cases when a mechanical pressure interacts with kinetic processes inside solid volume and on interfaces has wide application interests. The elastic deformations in solid are presented from influence of external forces and from presence of internal defects of crystal structure point defects (vacancy, intersite atoms, complexes of atoms, etc.), extended defects (dislocations and inner interfaces in polycrystals), and three-dimensional defects (heterophases crystals, polycrystals). [Pg.419]

The defects of crystal structure - that is, aU types of irregularity ofanideal crystal lattice -can be classified based on their size and/or number of dimensions [9,15-19] ... [Pg.44]

It is necessary to mention that the positron, entering into the solid matter, forms a pair with the electron (positronium Ps), which itself (Ps) migrates to the solid phase (about 10 -10 s). Meeting with defects of crystal structure, the electron and positron annihilate. This method can be used for the determination of defect and size distribution in solids. The diffusion coefficient of Ps is 0.1 cm /s. [Pg.10]

The perspective direction of development of electrical equipment is production of composite electroconductors, for example, low-temperature superconductors in which the effect of superconductivity is caused by effect of a pinning - fixing of whirlwinds of a magnetic field on the defects of crystal structure being objects of a nanolevel. Carriers of such defects is the fibrous structure received at plastic deformation with big extents of deformation. [Pg.274]

Local defects of crystal structure, such as adatoms, dislocations, etc., may be taken into consideration within the framework of the same formalism. For simplicity it is assumed that all the defects have the same nature. The corresponding term in the interaction potential may then be written as Vdef( - fln )i where R is the position of 7ith defect, and Vdef is the potential of an individual defect. If Kief does not affect the classical trajectory, then the classical action (1.2.7) may be written as... [Pg.29]

Although several types of lattices have been described for ionic crystals and metals, it should be remembered that no crystal is perfect. The irregularities or defects in crystal structures are of two general types. The first type consists of defects that occur at specific sites in the lattice, and they are known as point defects. The second type of defect is a more general type that affects larger regions of the crystal. These are the extended defects or dislocations. Point defects will be discussed first. [Pg.240]

At all temperatures above 0°K Schottky, Frenkel, and antisite point defects are present in thermodynamic equilibrium, and it will not be possible to remove them by annealing or other thermal treatments. Unfortunately, it is not possible to predict, from knowledge of crystal structure alone, which defect type will be present in any crystal. However, it is possible to say that rather close-packed compounds, such as those with the NaCl structure, tend to contain Schottky defects. The important exceptions are the silver halides. More open structures, on the other hand, will be more receptive to the presence of Frenkel defects. Semiconductor crystals are more amenable to antisite defects. [Pg.65]

Hiickel calculations have been employed extensively in other approaches such as the angular overlap model and the method of moments developed by Burdett and coworkers. Stabilities of crystal structures, pressure- and temperature-induced transitions, dynamical pathways in reactions and other phenomena have been analysed using angular overlap models. Thus, the electronic control of rutile structures and the stability of the defect structure of NbO have been examined (Burdett, 1985 Burdett Mitchell, 1993). In the case of NbO, the structure is stable at involving the formation... [Pg.371]

One of the most probable structural features related to e -h+ recombination is crystallinity. It is assumed that the recombination occurs at crystal defects.13) In fact, amorphous Ti02 showed negligible photocatalytic activity, presumably due to the defects in the particles,7) but we have few methods to evaluate the number of defects in photocatalyst powders. Surface of crystals is, in a sense, a defective site, where continuity of crystal structure is terminated, and thereby, the larger the surface area, the faster the recombination. Since the surface area also has a positive influence, i.e., in a reversed way of e -h+ recombination, on the reaction rate of e- and h+ with substrates, estimation of overall photocatalytic activity should be made carefully when the surface reaction predominates the recombination, the photocatalyst of larger surface area is better, and vice versa.14,15)... [Pg.23]

It was stated that hydrated calcium monohydrogen phosphate in amorphous or cryptocrystalline form is a potential precursor in the formation of hydroxyapatite because the structural position of Ca2+ on (010) and (110) crystal planes of both minerals essentially correspond to one another492. These planes of calcium ions could easily serve as transition boundaries with little distortion of crystal structure the same holds true for octacalcium phosphate or defect apatites. Thus apatite may form from amorphous or microcrystalline calcium monohydrogen phosphate possible via octacalcium phosphate or defect apatites. This process may already start inside the matrix vesicles and continue during extravesicular activities. [Pg.77]

This formula allows to tackle a number of different problems concerning the relation of crystal structure, valence electron number, and basic structure type as given in [15]. The basic defect-free structure type to the compound AaB(,D[Pg.471]

Although it is now possible to simulate the high-resolution image of a crystal defect of known structure, the calculations are usually very long. Thus, the methods of studying crystal defects (such as dislocations and the more common types of planar defects) discussed in Chapter S, are clearly simpler and more generally appropriate. Nevertheless, the methods of HRTEM have provided information about the structure and defects of certain minerals that could not have been obtained in any other way examples are given later. [Pg.181]

Surface area is also directly proportional to the dissolution rate of a solute. Particle size reduction is another common and often efficient means by which to achieve higher levels of drug in solution at earlier time points.As particle size decreases, the surface area per unit volume of solute increases and consequently more drug is exposed to the solvent. Also, as particle size decreases the surface molecules are of higher free energy which increases dissolution. And finally, the processing of solid material can often lead to crystal defects within a particle or surface area where crystallinity is lost (amorphous), both of which can increase the apparent solubility. Mosharraf et al. have demonstrated the effect of crystal structure disorder on solubility and dissolution rate. ... [Pg.3313]

A wealth of information concerning the identities, mobilities, concentrations and properties of defects in many oxides is available through measurements of mass transfer made in association with metal oxidation studies [8,9]. The influences of crystal structure [10], temperatine and oxygen partial pressine on cation and anion migration have also been investigated. Information on the reactivities of oxides, their polymorphism and the properties of the imperfections present, is often useful in the formulation of the mechanisms of oxide dissociation. [Pg.293]

The deamminations and dehydrations of ammonium salts, which are generally reversible processes, are often complicated by the occurrence of solid-phase transformations, sublimation (for example NH4CIO4 [2]) and/or melting. It is, therefore, difficult to determine experimentally the effects of crystal structure, defects and surface properties on the chemical changes occurring. [Pg.434]

A whisker is fabricated according to the vapour-solid or vapour-liquid-solid mechanisms with the aid of certain special catalysts [17], It involves nucleation at preferred locations such as the terrace, ledge and kink on a substrate surface, and defects in crystal structures developed along a special direction of impingement of nuclei. Two-dimensional and three-dimensional microstructures have also been... [Pg.221]

The applications we now discuss relate to the modelling and prediction of crystal structures, to the development of atomistic models for amorphous materials, to the modelling of surfaces of inorganic solids, to the simulation of the dynamical and defect properties of solids and to the explicit calculation of the electronic structure of crystals. They will foreshadow the much more detailed accounts that follow in later chapters. [Pg.8]

In comparing the three states of matter, our approach will be as follows. First, we will compare the three (3) basic states of matter, namely gases, liquids and solids. We will then contrast these states energetically and atomistically. Next, we will discuss structures of solids and the factors involved in determination of crystal structure. Finally, we will introduce the concept of the defect solid and how such defects affect the macroscopic properties of the solid state. [Pg.2]

The optimal material for magnetic recording media was, for many years, y-FejOs (maghemite). This form of FejOj, which has a defect-spinel crystal structure, can be prepared as small, elongated particles. The coercive field is produced within the required range by shape anisotropy (see Section 4.5.1). The process used to prepare small particles of... [Pg.209]

Rapid advances in semiconductor techrwlogy, including thin film formation by deposition, interface preparation or microstructuring, demand characterization techniques that provide understanding of the fundamental processes involved, including information on structural order—disorder and spatial inhomogeneity. Raman spectroscopy is used both in process control and quality assessment [34]. Typical examples of semiconductor applications are composition determination, analysis of crystal structure, surface and interface analysis, phase determination, doping, point defects, temperature influence and mechanical stress. [Pg.121]

Type and defects such as voids of crystal structure... [Pg.71]


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See also in sourсe #XX -- [ Pg.85 , Pg.131 ]




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