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Parallel bonds

Beta strands can also combine into mixed P sheets with some P strand pairs parallel and some antiparallel. There is a strong bias against mixed P sheets only about 20% of the strands inside the p sheets of known protein structures have parallel bonding on one side and antiparallel bonding on the other. Figure 2.7 illustrates how the hydrogen bonds between the p strands are arranged in a mixed P sheet. [Pg.20]

Abstract In this review, we consider a variety of aspects of polymer crystallization using a very simple lattice model. This model has three ingredients that give it the necessary flexibility to account for many features of polymer crystallization that have been observed experimentally. These ingredients are (1) a difference in attraction between neighboring (nonbonded) components, (2) attraction between parallel bonds, and (3) temperature-dependent flexibility due to the energy cost associated with kinks in the... [Pg.1]

A lattice model that takes such attractions between parallel bonds into account provides a reasonable prediction of polymer melting points [13] and of their interplay with liquid-liquid demixing in polymer solutions [14]. The same factors that favor freezing do affect to a greater or lesser extent the formation of mesophases hence, there is a close relation between polymer crystallization and the formation of mesophases, which are frequently observed before polymer crystallization (see other papers in this issue). [Pg.3]

Aniline polymerized differently from the other heteroaromatics as it retained a parallel bonding configuration for the rings. The NH2... [Pg.97]

In the above equations, v stands for the highest layer which can be reached by a chain. For the present case, v=2m. In the supermatrix G, r, represents a backward bond starting from layer, q,- a lateral bond in layer, and p, a forward bond starting from layer. In the elements r, and p, the Heaviside functions vrp and vpr are included to avoid bondfolding, since a bond can not be backward when the previous bond was forward and vice versa. The elements r, q-, and p, depend on three kinds of parameters. The first kind of parameters a, (3, and co arise from the local chain stiffness and bond arrangements, the second p, from the segment-solvent interactions, and the third kind from the correlations between nearest-neighboring parallel bonds. [Pg.620]

The effect of the correlations between the nearest neighboring parallel bonds is important. However, it is shown that the calculations can be simplified by ignoring these correlations and by replacing the interaction parameter employed when the correlations are included with a value larger by 0.17. [Pg.627]

In order to form the activated complex required for the formation of product D, rotational changes of the less dipolar anti-form A to the more dipolar s jn-conformer B are necessary, to give an activated complex C with more parallel bond dipoles, which is thus more dipolar and better solvated than the reactant molecule. In agreement with this explanation is the observation that the reverse refro-Diels-Alder reaction exhibits no large solvent effect, since the activated complex C is quite similar to the reactant D [807], A very subtle solvent effect has been observed in the Diels-Alder addition of methyl acrylate to cyclopentadiene [124], The polarity of the solvent determines the ratio of endo to exo product in this kinetically controlled cycloaddition reaction, as shown in Eq. (5-43). The more polar solvents favour endo addition. [Pg.190]

Computing, Sixth SIAM Conference, Norfolk, VA, March 22-24, 1993, R. F. Sincovec, D. E. Keyes, M. R. Leuze, L. R. Petzold, and D. A. Reed, Eds., Society for Industrial and Applied Mathematics, Philadelphia, 1993, pp. 178-182. A New Decomposition Strategy for Parallel Bonded Molecular Dynamics. [Pg.313]

Figure 3 depicts this correlation with additional values of Heidemann. The authors had restricted their values to tensors measured from nuclei with a local surrounding of virtual Csv symmetry, and they correlated the values against the lengths of Si-O bonds lying along the parallel tensor direction. What we observe in this case is the change in the parallel CS tensor contribution caused by a redistribution of ti electrons between the parallel bond and the other three Si-0 d-p-7i bonds. Silicon can acquire d electrons from 7i back-donation. [Pg.65]

Hatada, et al. have reported C-13 NMR experiments on a dilute solution of polyisoprene in methylene ch1oride(21). It is difficult to make a rigorous comparison with these measurements for two reasons 1) The NMR measurements were made at a single frequency and temperature. Hence no information about the shape of the correlation function is available. 2) The NMR experiment senses reorientation of a C-H vector which is perpendicular to the chain backbone. Our optical experiments measure the correlation function for a vector parallel to the chain backbone. In order to make at least a rough comparison with the NMR data, we make use of the Brownian dynamics simulations of Weber and He1fand(22). These simulations for a polyethylene-like chain compared the correlation functions for vectors both parallel and perpendicular to the chain backbone. Their results indicate that the correlation function for the perpendicular bond decays 4 times faster than the correlation function for the parallel bond. If we assume that the correlation function for a C-H vector in polyisoprene has the shape obtained in the computer simulation, and further assume that the relationship between parallel and perpendicular vectors revealed by the simulations is valid for polyisoprene, a comparison can be made between the optical and NMR experiments. [Pg.80]


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See also in sourсe #XX -- [ Pg.54 ]




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