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Density domains

Figure 4.12. Domain density p(x) as a function of domain position for three calculated values of chain end-to-end distance. Values on the curves are of The value of = 0.7, yielding the most... Figure 4.12. Domain density p(x) as a function of domain position for three calculated values of chain end-to-end distance. Values on the curves are of The value of = 0.7, yielding the most...
Figure 34. Domain density in a liquid crystal layer versus voltage U t layer thickness (after reference [92]). Figure 34. Domain density in a liquid crystal layer versus voltage U t layer thickness (after reference [92]).
The crystalline structure being highly organized results in increase in the density of the material. Typical value of the crystalline domain density is 1.455 while the amorphous domain density is 1.334. The level of crystallinity can be measured directly by various analytical techniques like X-ray diffraction, or derived from the material density using a simple mixture calculation. A common way to determine a sample density is through the use of a density column [9] with the right mixture of chemicals to cover the intended density range. [Pg.723]

For all materials the nanostructure shows a broad variety of scattering entities ranging from thin-layer sandwiches to thick-layer sandwiches. After the start of the experiment the thin-layer-sandwich maximum is increasing. Thus the number of thin-layer sandwiches is increasing for TPU205 and TPU215 up to 0.25, and for TPU235 up to 0.5. An increase of contrast between the hard phase and the soft phase could cause the same effect, but it appears unlikely to assume that the soft-domain density decreases as a result of applied strain. The more probable formation... [Pg.52]

The Bloch equation approach (equation (B2.4.6)) calculates the spectrum directly, as the portion of the spectrum that is linear in a observing field. Binsch generalized this for a frilly coupled system, using an exact density-matrix approach in Liouville space. His expression for the spectrum is given by equation (B2.4.42). Note that this is fomially the Fourier transfomi of equation (B2.4.32). so the time domain and frequency domain are coimected as usual. [Pg.2104]

Apart from domain boimdaries, some of the defects in alkanethiol monolayers (pitholes) are created by the thiol itself 159] by etching processes. It was found that the solvent used for preparation also has some effect on the resulting defect density. [Pg.2625]

Adechanical stahility. ChemisoriDtion to tire surface, intennolecular interactions and crosslinking between adjacent compounds—if possible—all contribute to tire resulting stability of tire monolayer film. Lateral force microscopy investigations revealed tliat tire mechanical stability towards lateral forces on tire nanometre scale is likely to be detennined by tire defect density and tire domain size on a nano- to micrometre scale [163, 1731. [Pg.2627]

What is addressed by these sources is the ontology of quantal description. Wave functions (and other related quantities, like Green functions or density matrices), far from being mere compendia or short-hand listings of observational data, obtained in the domain of real numbers, possess an actuality of tbeir own. From a knowledge of the wave functions for real values of the variables and by relying on their analytical behavior for complex values, new properties come to the open, in a way that one can perhaps view, echoing the quotations above, as miraculous. ... [Pg.96]

Step 4 - it is initially assumed that the flow field in the entire domain is incompressible and using the initial and boundary conditions the corresponding flow equations are solved to obtain the velocity and pressure distributions. Values of the material parameters at different regions of the domain are found via Equation (3.70) using the pseudo-density method described in Chapter 3, Section 5.1. [Pg.145]

Circulatory flow o low-density polyethylene melt in a rectangular domain 932 1,000 0.000... [Pg.219]

Molecules are in continuous random motion, and as a result of this, small volume elements within the liquid continuously experience compression or rarefaction such that the local density deviates from the macroscopic average value. If we represent by 6p the difference in density between one such domain and the average, then it is apparent that, averaged over all such fluctuations, 6p = 0 Equal contributions of positive and negative 6 s occur. However, if we consider the average value of 6p, this quantity has a nonzero value. Of these domains of density fluctuation, the following statements can be made ... [Pg.679]

Noncrystalline domains in fibers are not stmctureless, but the stmctural organization of the polymer chains or chain segments is difficult to evaluate, just as it is difficult to evaluate the stmcture of Hquids. No direct methods are available, but various combinations of physicochemical methods such as x-ray diffraction, birefringence, density, mechanical response, and thermal behavior, have been used to deduce physical quantities that can be used to describe the stmcture of the noncrystalline domains. Among these quantities are the amorphous orientation function and the amorphous density, which can be related to some of the important physical properties of fibers. [Pg.272]

When used for superresolution, the laser beam is incident on b, which hides the domains in s. During read-out, b is heated and the domains in s are copied to b. The optical system sees only the overlap area between the laser spot and the temperature profile which is lagging behind, so that the effective resolution is increased. Experimentally it is possible to double the linear read-out resolution, so that a four times higher area density of the domains can be achieved when the higher resolution is also exploited across the tracks. At a domain distance of 0.6 pm, corresponding to twice the optical cutoff frequency, a SNR of 42 dB has been reached (82). [Pg.148]

Technical Magnetic Behavior. When a magnetic-field strength H is appHed to a ferromagnetic or ferrimagnetic material, the latter develops a flux density or iaduction as a result of orientation of the magnetic domains. The relation between B and H is... [Pg.367]


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See also in sourсe #XX -- [ Pg.207 ]




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Time domain density functional theory

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