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Orientational distribution

Figure A2.4.10. Orientational distribution of the water dipole moment in the adsorbate layer for tlu-ee... Figure A2.4.10. Orientational distribution of the water dipole moment in the adsorbate layer for tlu-ee...
FigureBl.5.16 Rotational relaxation of Coumarin 314 molecules at the air/water interface. The change in the SFI signal is recorded as a fimction of the time delay between the pump and probe pulses. Anisotropy in the orientational distribution is created by linearly polarized pump radiation in two orthogonal directions in the surface. (After [90].)... FigureBl.5.16 Rotational relaxation of Coumarin 314 molecules at the air/water interface. The change in the SFI signal is recorded as a fimction of the time delay between the pump and probe pulses. Anisotropy in the orientational distribution is created by linearly polarized pump radiation in two orthogonal directions in the surface. (After [90].)...
Typical shapes of the orientation distribution function are shown in figure C2.2.10. In a liquid crystal phase, the more highly oriented the phase, the moreyp tends to be sharjDly peaked near p=0. However, in the isotropic phase, a molecule has an equal probability of taking on any orientation and then/P is constant. [Pg.2555]

Here the bar indicates an average over the orientational distribution function.Here cos — 4)is the... [Pg.2555]

Figure C2.2.10. Orientational distribution functions for (a) a highly oriented liquid crystal phase, (b) a less well... Figure C2.2.10. Orientational distribution functions for (a) a highly oriented liquid crystal phase, (b) a less well...
This can be inserted in equation (02.2.3) to give tlie orientational distribution function, and tlius into equation (02.2.6) to deteniiine the orientational order parameters. These are deteniiined self-consistently by variation of tlie interaction strength iin equation (c2.2.7). As pointed out by de Gemies and Frost [20] it is possible to obtain tlie Maier-Saupe potential from a simple variational, maximum entropy metliod based on tlie lowest-order anisotropic distribution function consistent witli a nematic phase. [Pg.2556]

Fig. 2. Schematic representation of the orientational distribution function f 6) for three classes of condensed media that are composed of elongated molecules A, soHd phase, where /(0) is highly peaked about an angle (here, 0 = 0°) which is restricted by the lattice B, isotropic fluid, where aU. orientations are equally probable and C, Hquid crystal, where orientational order of the soHd has not melted completely. Fig. 2. Schematic representation of the orientational distribution function f 6) for three classes of condensed media that are composed of elongated molecules A, soHd phase, where /(0) is highly peaked about an angle (here, 0 = 0°) which is restricted by the lattice B, isotropic fluid, where aU. orientations are equally probable and C, Hquid crystal, where orientational order of the soHd has not melted completely.
FIG. 3 Left density profile, p z), from a 500 ps simulation of a thin film consisting of 200 TIP4P water molecules at room temperature. Right orientational distribution, p cos d), with 3 the angle between the molecular dipole moment p and the surface normal z. The vertical lines in the left plot indicate the boundary z-ranges,... [Pg.356]

The left side of Fig. 7 shows the orientational distribution of the molecular dipole moment relative to the surface normal in various distance... [Pg.362]

A discontinuous fiber composite is one that contains a relatively short length of fibers dispersed within the matrix. When an external load is applied to the composite, the fibers are loaded as a result of stress transfer from the matrix to the fiber across the fiber-matrix interface. The degree of reinforcement that may be attained is a function of fiber fraction (V/), the fiber orientation distribution, the fiber length distribution, and efficiency of... [Pg.831]

The quantitative texture investigations (based on the orientation distribution function) al-... [Pg.413]

While thin polymer films may be very smooth and homogeneous, the chain conformation may be largely distorted due to the influence of the interfaces. Since the size of the polymer molecules is comparable to the film thickness those effects may play a significant role with ultra-thin polymer films. Several recent theoretical treatments are available [136-144,127,128] based on Monte Carlo [137-141,127, 128], molecular dynamics [142], variable density [143], cooperative motion [144], and bond fluctuation [136] model calculations. The distortion of the chain conformation near the interface, the segment orientation distribution, end distribution etc. are calculated as a function of film thickness and distance from the surface. In the limit of two-dimensional systems chains segregate and specific power laws are predicted [136, 137]. In 2D-blends of polymers a particular microdomain morphology may be expected [139]. Experiments on polymers in this area are presently, however, not available on a molecular level. Indications of order on an... [Pg.385]

Pulsed deuteron NMR is described, which has recently been developed to become a powerftd tool for studying molectdar order and dynamics in solid polymers. In drawn fibres the complete orientational distribution function for the polymer chains can be determined from the analysis of deuteron NMR line shapes. By analyzing the line shapes of 2H absorption spectra and spectra obtained via solid echo and spin alignment, respectively, both type and timescale of rotational motions can be determined over an extraordinary wide range of characteristic frequencies, approximately 10 MHz to 1 Hz. In addition, motional heterogeneities can be detected and the resulting distribution of correlation times can directly be determined. [Pg.23]

As a prelude to the discussion it is necessary to consider the definition of orientation in terms of the Euler angles, and the definition ofan orientation distribution function in terms ofan expansion ofLegendre functions. These definitions set the scene for examining the information which can be obtained from different spectroscopic techniques. In this review, infra-red and Raman spectroscopy and nuclear magnetic resonance, will be considered. [Pg.81]

Deformation Schemes and Theoretical Consideration of Orientation Distribution... [Pg.81]


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See also in sourсe #XX -- [ Pg.30 ]




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Bond orientational correlations distribution function

Character of Fiber-Symmetrical Orientation Distributions

Crystal orientation distribution

Crystallite orientation distribution function

Desmearing by Use of a Master Orientation Distribution

Dipole orientation distribution

Director orientation distribution

Distribution of orientations,

Effect of Orientation on Distributive Mixing - Erwins Ideal Mixer

Fibre orientation distribution

Four-site orientational distribution

Free Energy and Orientation Distribution of the Chain Segments

Free energy for a given orientational distribution function

Gaussian orientational distribution

Isotropic potentials, orientational distribution function

Magic angle, orientation distribution

Molecular orientation distribution, second harmonic

Molecular orientation distribution, second harmonic generation

Molecular orientation effects angular distributions

Molecular orientation equilibrium distribution

Nematic potentials orientational distribution function

Orientation biaxial distribution

Orientation distribution

Orientation distribution

Orientation distribution characterising

Orientation distribution definition

Orientation distribution fourth moment

Orientation distribution function

Orientation distribution function INDEX

Orientation distribution molecular

Orientation distribution moments

Orientation distribution parameter

Orientation distribution second moment

Orientation probability distribution function

Orientation uniaxial distribution

Orientational Distribution Functions for Molecules

Orientational distribution coefficients

Orientational distribution function

Orientational distribution function equation

Orientational distribution functions aromatic rings

Orientational distribution functions particle size dependence

Orientational distribution functions singlet

Orientational distribution functions, tortuosity

Orientational order orientation distribution function

Orientational probability distribution

Orientational probability distribution function

Oxygen-hydrogen orientational distribution functions

Polar alignment orientational distribution function

Radial distribution function orientation

Representing Orientation Distributions in Polycrystalline Aggregates

Solvent orientational distribution

Spin probe orientation distribution

The Orientational Distribution Function

Theoretical Results for a Distribution of Dipoles. Random Orientations

Transient orientation distribution

Vibrational spectroscopy orientation distribution

Weibull Distribution for Arbitrarily Oriented Cracks in a Homogeneous Uniaxial Stress Field

Weibull Distribution for Arbitrarily Oriented Cracks in an Inhomogeneous Uniaxial Stress Field

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