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Motional restriction

Ti values may occur with such native biopolymers as ribonuclease A, deoxyribonucleic acid, and collagen, whose molecular motions are restricted, but, as yet, high values have not been observed for polysaccharides in solution, or for gels, in which these motional-restriction effects may be equivalent, or less marked. However, an extensive relaxation-study by Levy and coworkers68 on poly(n-alkyl methacrylates) may serve as a model for future experiments on polysaccharides, as this type of molecule has a main chain and side chains, albeit more mobile than those in polysaccharides. [Pg.29]

It was pointed out above that the 18r W tracer observations, the excess 210Pb in the tropical stratosphere, and the radiochemical evidence from fallout samples collected by balloon can be reconciled with the slow mean motion of air upward across the equatorial tropopause and within the tropical stratosphere and outward toward higher latitudes at stratospheric levels up to about 35 km. Above 23 km. altitude, such mean motions poleward can explain the lack of significant equatorwards transport of fallout debris from Novaya Zemlya. In the stratosphere, below 23 km., meridional eddy mixing obscures the pattern of slow mean motions. However, even in this layer, little Soviet test debris mixes south of about 30 °N, suggesting that poleward mean motions restrict equator-wards transport by eddy mixing within the lower stratosphere between the equator and 30 °N. [Pg.161]

The residual part, AM2bi, arises from the non-zero average residual projection of the internuclear vectors rjk in the direction of the inter-crosslink vector hu induced by the motional restrictions in a three-dimensional network ... [Pg.44]

AMJhj is a function 6f a) the orientation of the inter-crosslink vector h. with the respect to the magnetic field B0 and b) the time-averaged value of the sum over k, which is the actual measure of the motional restrictions induced by crosslinking. In lightly crosslinked networks, presented by the freely-jointed model of the polymer chain 108), the residual part also can be described by the number of statistical segments in the chain section between crosslinks (Z) (Eq. (24)) ... [Pg.44]

In the scheme considered, as shown above, the convex flame front affects the hydrodynamics of the gas flow, and forms some velocity distribution ahead of it. This is associated with the pressure difference at the flame front. In other words, it is always necessary to solve a conjugate problem on the front propagation and the gas motion. Restricting the analysis by the first term in the series describing the flow field before the flame and taking into account the corresponding shape of the flame front, as was shown,... [Pg.475]

All of the surfaces for reactions have more than three dimensions. For a tri-atomic system there are three independent coordinates (3N—6) and the potential energy function V(rlt r2, r3) is a surface in a four dimensional space. The potential function usually shown for a triatomic system ABC is a three dimensional projection of this four dimensional space, the ABC angle being held fixed. Motion restricted to such a projected surface allows no rotation of BC relative to A at large distances and no bending vibration of ABC at short distances. [Pg.110]

The molecular theory of Pace and Datyner (12) predicts that the frequency of polymer motions important to diffusion of CO and H2 in PVC is in the range of 105-108 Hz. We can expect RiP(C) measurements performed between 104 to 105 Hz to be sensitive to alterations in v by additives. The dependence of on the rotating-frame Larmor frequency observed for the PVC-TCP system (28) means that a general change in main-chain motions (restriction or enhancement) will result in a change (decrease or increase, respectively) in measured at 34 kHz (29). [Pg.102]

Allerhand et al.3), and Doddrell et al.35). These authors concluded that a steady change of rc along a flexible molecular chain indicates a motional restriction of one end of the chain. The mobility increases with decreasing rc-values, see Fig. 27. [Pg.134]

OH)iibr 700 Water This band is due to librational motions (restricted rotation), and is very broad. In some cases this band is useful for monitoring... [Pg.263]

Howartht17b)has used the theory of Internal Librational Motion to successfully predict the field dependent relaxation behavior of the 1,2-decanediol (DD), PBMA, and PHMA systems (using our published experimental data). We have utilized together multiple internal rotations (MIR) and distributions of correlation times. These methods individually have been successful in predicting relaxation behavior at one field. However, only the distribution theory predicts the observed field dependence for the carbons at or near sites of motional restriction, yet still having apparent correlation times <10 <-)sec. Our interest in the study of concerted motions along these alkyl chains has led us to combine the two approaches in the treatment of 13C relaxation parameters. [Pg.120]

Because the chromophores are tethered to the surface, rotational motion of the chromophore is confined to a conical volume. In contrast, for chromophores in solution, R(00) = 0, since the chromophores attain random orientations at infinite time. In monolayers, R(oo) > 0, since they are motionally restricted, and R(00) is related to the average tilt angle of the chromophores according to the following relationship ... [Pg.231]

SDSL studies of the TM2 helix (Perozo et al., 2001) revealed that it is slightly less motionally restricted, relative to TM1. This is to be expected, since TM2 is less tightly packed than TM1, because of the accessibility to... [Pg.191]

The corresponding trajectories can be best visualized as motion restricted to a two-dimensional torus, as shown in Fig. 1. If the frequency ratio, or the winding number ( i/( 2, is a rational number, the two DOFs are in resonance and an individual trajectory will close on itself on the torus. By contrast, if coi/a)2 is an irrational number, then as time evolves a single trajectory will eventually cover the torus. The motion in the latter case is called conditionally periodic. [Pg.13]

This is, however, a macroscopic explanation of changes that occur on a molecular level, and is rather superficial. There is clearly a distribution of dielectric relaxation times in the microemulsion. The timescale of the dielectric relaxation measurement (tens of picoseconds) is too short for the phenomenon of fast exchange. It would appear, therefore, that the motional restriction of the water must vary throughout the microemulsion. [Pg.283]

Composition. While the average environment of a molecule in solution is well represented by the bulk concentrations of the various constituents of a reaction mixture, the environment of a molecule bound to a heterogeneous interface may be strongly perturbed. The properties of the motionally restricted phase may dictate. rather large deviations in the local concentrations of ions, reactants, and other mobile species from their respective bulk concentrations. The most important examples of this have been demonstrated for electrode-solution interfaces where, for example, the pH in the electrical double layer may differ significantly from its value in the bulk solution and can change with applied potential (1). A similar, though less extreme,example involves the interface between aqueous solutions and hydrophobic polymers. [Pg.44]

Motion. As indicated by the name, the most important consequence of binding a reagent to a motionally restricted phase will be to limit its degrees of freedom. To whatever extent mass transport or large-scale conformational motions may be rate limiting in a given reaction, this factor can manifest itself. While alterations in such formally "physical" rate processes may not seem terribly interesting in themselves, they can have... [Pg.44]


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See also in sourсe #XX -- [ Pg.127 ]




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