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Strain inhomogeneous

In the case of inhomogeneous strain, we consider the behavior of two points Pj and P2 which are very close together u and e are functions of the position... [Pg.174]

In the case of inhomogeneous strain, local rotations may exist, but they do not contribute to the strain energy. Figure 4.10 illustrates the significance of the tensors e, and p. The terms Sn represent the longitudinal tensile effects (expansions and contractions), whereas the terms Sij i j) represent shear. [Pg.175]

The displacement field (/ ,) and its corresponding inhomogeneous strain field e, (0 expanded in phonon coordinates. One has... [Pg.237]

Catalan, G., Sinnamon, L.J., Gregg, J.M. The effect of flexoelectricity on the dielectric properties of inhomogeneously strained ferroelectric thin films. J. Phys. Condens. Matter 16, 2253-2264 (2004)... [Pg.290]

A number of approaches to connect multiple-scale simulation in finite-element techniques have been published [31-34], They are able to describe macroscopically inhomogeneous strain (e.g., cracks)—even dynamic simulations have been performed [35]—but invariably require artificial constraints on the atomistic scale [36], Recently, an approach has been introduced that considers a system comprising an inclusion of arbitrary shape embedded in a continuous medium [20], The inclusion behavior is described in an atomistically detailed manner [37], whereas the continuum is modeled by a displacement-based Finite-Element method [38,39], The atomistic model provides state- and configuration-dependent material properties, inaccessible to continuum models, and the inclusion in the atomistic-continuum model acts as a magnifying glass into the molecular level of the material. [Pg.503]

Ohno S, Yag5uiu K, Nakatsuji K, Komori F. Dissociation preference of oxygen molecules on an inhomogeneously strained Cu(0 0 1) surface. Surf Sci 2004 554 183-92. [Pg.82]

In ZnTe/ZnSe superlattices with a lattice mismatch of about 7% and thicknesses of 0.5-5.0 nm, the superlattice is not destroyed by diffusion of Se or Te even for very small layer thicknesses. The Raman spectra of these samples show an asymmetrical LO-phonon peak with increasing half-bandwidth for increasing layer thickness [33]. This increasing half-bandwidth is caused by inhomogeneous strains, the amount of which is increasing with increasing layer thickness. A plot of the LO-phonon wave number versus layer thickness shows that the LO wave number position rather depends on the ratio than on... [Pg.533]

A more realistic view may be that the presence of a surface roughness creates an inhomogeneous strain field around the surface and creates therefore pockets of residual tensile stress which will become preferential nucleation sites for cavities. More systematic experiments [69] have shown that the amplitude of the surface roughness had a direct effect on the level of stress at which the cavities appeared, as shown in Fig. 23. [Pg.570]

Assume that the two thermocouple pairs considered below have precisely the same thermoelectric power per unit temperature change and are equally affected by inhomogeneities, strains, mounting, etc. In other words, all thermocouple characteristics are equal except the materials themselves. Would you choose the gold-cobalt versus pure metal copper thermocouple or the gold-cobalt versus constantan thermocouple for low-temperature measurements Explain your choice. [Pg.549]

Crystals oriented to satisfy Bragg s law are used as optical components in X-ray interferometry. The interference patterns are sufficiently sensitive to small displacements to allow the observation of strains and defects in crystals. Lattice rotations of 10 rad or dilations dd/d of 10 can be detected. Inhomogeneous strain produces moire fringe patterns showing dislocations and the strain-associated impurities in concentrations below one in 10 . [Pg.475]

It was stressed above that the properties of doped CMR manganites cannot be in full measure understood without accounting for the effects induced by various kinds of imperfections (grain boundaries, chemical inhomogeneities, strained regions, etc.). It is this topic that has been under intensive investigation in a number of recent papers. [Pg.205]


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See also in sourсe #XX -- [ Pg.184 ]




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