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Site points

The vacant sites will be distributed among the N lattice sites, and the interstitial defects on the N interstitial sites in the lattice, leaving a conesponding number of vacancies on die N lattice sites. In the case of ionic species, it is necessaty to differentiate between cationic sites and anionic sites, because in any particular substance tire defects will occur mainly on one of the sublattices that are formed by each of these species. In the case of vacant-site point defects in a metal, Schottky defects, if the number of these is n, tire random distribution of the n vacancies on the N lattice sites cair be achieved in... [Pg.32]

The hypothetical enantiophore queries are constructed from the CSP receptor interaction sites as listed above. They are defined in terms of geometric objects (points, lines, planes, centroids, normal vectors) and constraints (distances, angles, dihedral angles, exclusion sphere) which are directly inferred from projected CSP receptor-site points. For instance, the enantiophore in Fig. 4-7 contains three point attachments obtained by ... [Pg.107]

When particles are arranged in an FCC structure, as shown in Figure 3, the I V) curve shows a linear ohmic behavior (Fig. 9C). The detected current, above the site point, markedly increases compared to data obtained with a monolayer made of nanocrystals (Fig. 9C). Of course, the dIldV(Y) curve is flat (inset Fig. 9C). This shows a metallic character without Coulomb blockade or staircases. There is an ohmic connection through multilayers of nanoparticles. This effect cannot be attributed to coalescence of nanocrystals on the gold substrate, for the following reasons ... [Pg.327]

Figure 13.3 Potential pharmacophore points can be generated with MOE s site detection algorithm. The white and red dots are the antomatically generated site points, and the ligand structure comes from the X-ray structure of the complex. See color plate. Figure 13.3 Potential pharmacophore points can be generated with MOE s site detection algorithm. The white and red dots are the antomatically generated site points, and the ligand structure comes from the X-ray structure of the complex. See color plate.
Molecules within the ligand set, with similar binding modes, need to be superposed such that the site points inferred from the corresponding ligand points show common spatial positions. [Pg.154]

Fig. 7. DOCK site point breakdown for the kinase receptor study. Three primary critical regions were defined (1) adenine acceptor zone, (2) adenine donor zone, (3) kinase ATP inhibitor rear hydrophobic pocket binding region. Adapted from ref. 70. Fig. 7. DOCK site point breakdown for the kinase receptor study. Three primary critical regions were defined (1) adenine acceptor zone, (2) adenine donor zone, (3) kinase ATP inhibitor rear hydrophobic pocket binding region. Adapted from ref. 70.
Pure gadolinium crystallizes in the well known hexagonal close-packed (hep) structure (see fig. 4), which is described within the space group P6-ijmmc with Gd on the 2c-sites (point symmetry 6m 2). [Pg.320]

GdCuSn crystallizes in the hexagonal NdPtSb-type structure (Pacheco et al. 1998), which is an ordered form of the Caln2 type, which had been reported as the structure of GdCuSn before (Komarovskaja et al. 1983). The correct structure of GdCuSn is described within the space group P6 mc with Gd on the 2a-sites (point symmetry 3m), Cu on the 2b-sites (also point symmetry 3m) with zcu 0.81 and Sn also on the 2b-sites with zsn w 0.23. The hexagonal unit cell of the structure is shown in fig. 12. [Pg.327]

From the observed rate of appearance of point mutations (one mutation per 106 gene duplications), we can estimate that one mutation occurs per 109 replications at a single nucleotide site. Point mutants tend to "back mutate," often at almost the same rate as is observed for the forward mutation. That is, one in 109 times a mutation of the same nucleotide will take place to return the code to its original form. The phenomenon is easy to understand. For example, if T should be replaced by C because the latter formed a minor tautomer and paired with A, the mutation would appear in progeny duplexes as a GC pair. When this pair was replicated, there would be a finite probability that the C of the parental DNA strand would again assume the minor tautomeric structure and pair with A instead of G, leading to a back mutation. [Pg.1476]

Rarey, M., Kramer, B., Lengauer, T., Klebe, G. A fast flexible docking method using an incremental construction algorithm. /. Mol. Biol. 1996, 263, 470-489. Joseph-McCarthy, D., Alvarez, J.C. Automated generation of MCSS-derived phar-macophoric DOCK site points for searching multiconformation databases. Proteins 2003, 53, 189-202. [Pg.191]

If the site bounds are increased, ligand structural variation will be increased. To explore how much variation could be quantified, consider a simple case. Let there be five site points, with required features, that are needed for producing activity, and say n structures could be generated within a particular constraint set. If the limits of B are expanded twofold to include 10 possible site points, then the number of combinations of 5 from 10 is 252. It is more than likely that >252n structures are possible that fit the design criteria. [Pg.34]

A description of the strategy to be adopted for design, i.e., which site points to use to force certain interactions to be utilized. [Pg.35]

Each O, 0, Q, D interstitial site in its nearest surrounding has 6, 4, 3, and 2 fullerenes, respectively. The /th configuration of fullerenes around the interstitial site points to the number of i fullerenes around the hydrogen atom. The rest of 2 fullerenes around the hydrogen atom will be 6-1 for O, 4-1 for 0, 3-1 for Q, and 2-1 for D interstitial sites. Then the hydrogen atoms energies in each interstitial site, determined by the sum of interaction energies with the nearest fullerenes, will be equal to, respectively ... [Pg.295]

Figure 7.8 The formation mechanism of complex IX. (a) Active complex with A1203 acidic-basic sites and (b) active intermediate - complex IX (1 acidic site and 2 basic site), points-forming bonds, and continuous lines breaking bonds. Figure 7.8 The formation mechanism of complex IX. (a) Active complex with A1203 acidic-basic sites and (b) active intermediate - complex IX (1 acidic site and 2 basic site), points-forming bonds, and continuous lines breaking bonds.

See other pages where Site points is mentioned: [Pg.214]    [Pg.214]    [Pg.705]    [Pg.234]    [Pg.303]    [Pg.310]    [Pg.109]    [Pg.111]    [Pg.127]    [Pg.151]    [Pg.151]    [Pg.152]    [Pg.154]    [Pg.154]    [Pg.420]    [Pg.24]    [Pg.76]    [Pg.102]    [Pg.496]    [Pg.110]    [Pg.293]    [Pg.329]    [Pg.352]    [Pg.234]    [Pg.235]    [Pg.34]    [Pg.31]    [Pg.214]    [Pg.149]    [Pg.168]    [Pg.170]    [Pg.172]    [Pg.178]   
See also in sourсe #XX -- [ Pg.94 ]




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Binding site three-point interaction model

Lattice points/sites

Rare-earth site, point group

Receptor site points

Recognition site points

Rigid-site points

Site point connection methods

Special sites with points located on centers of inversion

Special sites with points located on rotation or inversion axes

Type D Site-Specified 3-Point PCET

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