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Propagated distortions

The effects of propagated distortions of the residue are shown in Figure 4, a CA map without contouring that was prepared with the standard driver. The gtgtRR starting model of cellobiose had an energy of 31.4 kcal/mol (its conformation was < ) = 20, - -60). ... [Pg.197]

The use of the surface ultrasonic waves seems to be convenient for these purposes. However, this method has not found wide practical application. Peculiarities of excitation, propagation and registration of surface waves created before these time great difficulties for their application in automatic systems of duality testing. It is connected with the fact that the surface waves are weakened by soil on the surface itself In addition, the methods of testing by the surface waves do not yield to automation due to the difficulties of creation of the acoustic contact. In particular, a flow of contact liquid out of the zone of an acoustic line, presence of immersion liquid, availability of chink interval leads to the adsorption and reflection of waves on tlie front meniscus of a contact layer. The liquid for the acoustic contact must be located only in the places of contact, otherwise the influence on the amplitude will be uncontrolled. This phenomenon distorts the results of testing procedure. [Pg.876]

Fig. 4.3. Typical normalized piezoelectric current-versus-time responses are compared for x-cut quartz, z-cut lithium niobate, and y-cut lithium niobate. The y-cut response is distorted in time due to propagation of both longitudinal and shear components. In the other crystals, the increases of current in time can be described with finite strain, dielectric constant change, and electromechanical coupling as predicted by theory (after Davison and Graham [79D01]). Fig. 4.3. Typical normalized piezoelectric current-versus-time responses are compared for x-cut quartz, z-cut lithium niobate, and y-cut lithium niobate. The y-cut response is distorted in time due to propagation of both longitudinal and shear components. In the other crystals, the increases of current in time can be described with finite strain, dielectric constant change, and electromechanical coupling as predicted by theory (after Davison and Graham [79D01]).
As a result, the energy preference of the local adsorption unit is switched to the opposite distortion/reconstruction and, thus, chiral lateral interactions are switched in the direction of the induction and propagation of the chiral assembly occurring in the mirror image construct, leading to a mirror chiral surface. Therefore, from this work, one may conclude that the overall global or local chirality is determined principally at the nucleation stage. [Pg.506]

Because of the constraint provided by the burner tube, the flow there is less prone to distortion so further propagation is prevented and a tilted flame such as that shown in Fig. 4.30 is established [1],... [Pg.203]

F 6. (a) Distortion of a square lattice in a plane containing the surface normal and the propagation direction of the Rayleigh wave. (After Ref. 14.). (b) Relative amplitudes of the vertical and longitudinal displacements of the Rayleigh wave as a function of penetration depth into the... [Pg.224]

Figure 10.4 shows normalized Ba/K and Sr/K distributions between sanidine and a hydrothermal solution (liyama, 1972), Li/K between muscovite and a hydrothermal solution (Voltinger, 1970), and Rb/Na between nepheline and a hydrothermal solution (Roux, 1971b), interpreted through the local lattice distortion model, by an appropriate choice of the Nernst s law mass distribution constant K and the lattice distortion propagation factor r. [Pg.665]

Table 10.1 Linear propagation of lattice distortion (in terms of nnmber of sites r) calculated for silicate/hydrothermal solutions (liyama, 1974) and silicate/melt equilibria (Ottonello et al., 1978). Table 10.1 Linear propagation of lattice distortion (in terms of nnmber of sites r) calculated for silicate/hydrothermal solutions (liyama, 1974) and silicate/melt equilibria (Ottonello et al., 1978).
Were it not for the particle, of course, A would just be a unit vector parallel to the direction of propagation of the incident plane wave, and the field lines would be parallel lines. At sufficiently large distances from the particle the field lines are nearly parallel, but close to it they are distorted. It is the nature of this distortion in the neighborhood of a small sphere and its relation to the optical properties of the sphere that we now wish to investigate. [Pg.339]

In order for the wave front to propagate forward (not laterally) and over a considerable distance, the explosive substance should either be confined inside a tube or have a cylindrical geometry. If the diameter of the explosive substance is too small, distortion of the wave front will occur, reducing its velocity and therefore causing the detonation wave to fade since the energy loss sideways is too great for detonation to be supported. Consequently, the diameter of the explosive substance must be greater that a certain critical value, characteristic of the explosive substance. [Pg.55]

The increased ionic freedom between the propagating polymer ion and its gegen ion occurs concurrently with increased space separation between the two ion species. The studies of Schuerch and co-workers and of Yoshino and co-workers (98) with deuterated acrylates and by Natta and co-workers (99) with sorbic esters show that this increased separation allows trans addition to mono olefins and 1,4 trans addition to conjugated dienes before complete loss of isotactic steric control at the end of the chain. The increased freedom between the propagating ion and the less closely associated gegen ion appears to result in a distortion of the cyclic transition state which permits backside attack at the beta position of the incoming acrylate monomer and 1,4 attack on the incoming sorbate monomer. [Pg.380]


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See also in sourсe #XX -- [ Pg.197 , Pg.198 ]




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