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Molecules, shapes

Detailed protein structures have been reported for BPI and CETP. Given the aforementioned similarities within this gene family, these protein structures serve as a likely model for the protein structure of PLTP. CETP and BPI are elongated molecules, shaped like a boomerang. There are two domains with similar folds, and a central beta-sheet domain between these two domains. The molecules contain two lipid-binding sites, one in each domain near the interface of the barrels and the central beta-sheet. [Pg.694]

Fig. 5. Molecule-shaped cavity of the molecule HCONH2 in a solvent continuum... Fig. 5. Molecule-shaped cavity of the molecule HCONH2 in a solvent continuum...
Can you imagine atoms connected together to form a molecule shaped like a minuscule soccer ball How about connections that result in molecular tubes Remarkably, the element carbon can form these molecular shapes. Perhaps even more remarkably, chemists did not discover this until late in the twentieth century. [Pg.130]

Within the limits of this article, we attached importance to keeping the range of the used sensor groups easy to survey and to limiting variation in respect to the bulky basic skeleton to only a few selected structures which are closely connected with the geometric figure shown in Fig. 9, i.e. molecules shaped like scissors or roofs. [Pg.63]

Polk model calculated for the case of neutron scattering and with the constituents having the isolated H2O molecule shape and size. The oscillatory behavior for large R, with period 3.7 A, corresponds to the peak in the structure function at 1.7 A-1. [Pg.193]

The most important properties of an organic pollutant which determine its mode of interaction with SPHS/SP0M are the chemical character of the molecule, shape and configuration, acidity (plCa) or basicity (pKb), water solubility, polarity, molecular size, polarizability, and charge distribution. [Pg.129]

The molecular symmetry number (a) is a measure of the rotational degeneracy of the molecule. It is defined as the number of indistinguishable positions that can be obtained by rigidly rotating the molecule about its center mass. Symmetry numbers for spherical, conical, and cylindrical molecules, shapes with infinite axes of rotation, have o values of approximately 200, 20, and 20, respectively. Chemicals with no axes of symmetry have o = l. [Pg.56]

Whether or not the subject matter is a Rodin sculpture or a water molecule, shape cannot be considered without considering line, for line is the outermost boundary of a shape. [Pg.4]

ASC-PCM calculations [42,43] can be carried out in different ways. The most widespread approach is the IEF-PCM method (Integral Equation Formalism) of Cances et al. [46], which uses a molecule-shaped cavity to define the boundary between the solute and the solvent. Another approach is the COSMO method (COnductorlike Screening MOdel) due to Klamt and co-workers [48-50], in which the surrounding medium is modelled as a conductor instead of a dielectric. [Pg.211]

The distance between end atoms is 2.38 A, slightly greater than the value 2 X 1.16 = 2.32 A between end atoms in COj. Here again we see the resemblance between Nj and CO, in that they form similar molecules when another oxygen atom is added. The molecule SO is a triangular molecule shaped something like water. Its structure presumably is... [Pg.406]

Most chiral organic compounds have at least one asymmetric carbon atom. Some compounds are chiral because they have another asymmetric atom, such as phosphorus, sulfur, or nitrogen, serving as a chirality center. Some compounds are chiral even though they have no asymmetric atoms at all. In these types of compounds, special characteristics of the molecules shapes lend chirality to the structure. [Pg.195]

Figure 2. The exchange repulsion contours for several molecules, obtained for interactions with rare-gas atoms, and defined by two polar coordinates measured from the center of mass (Energy, 0) [31,32], The contours are the images of molecules shapes, probed by structureless atoms. In contrast to plots that show isoeneigetic regions, these contours reveal an enhanced anisotropy. Convex and concave regions indicate, respectively, the areas of increased and reduced exchange repulsion. Figure 2. The exchange repulsion contours for several molecules, obtained for interactions with rare-gas atoms, and defined by two polar coordinates measured from the center of mass (Energy, 0) [31,32], The contours are the images of molecules shapes, probed by structureless atoms. In contrast to plots that show isoeneigetic regions, these contours reveal an enhanced anisotropy. Convex and concave regions indicate, respectively, the areas of increased and reduced exchange repulsion.
C). The exchange repulsion contour of H2O derived from the He-H20 complex at R(He-0)=3.5 A, defined by two polar coordinates (Energy, 0), and drawn in the same plane as the Laplacian. The contour is the image of the water molecule shape, detected by a rare-gas atom [31]. The regions of lone electron pairs are indicated with arrows, but no apparent sign of their presence is observed. The lone pairs electron concentrations are not diffuse enough to show up in the van der Waals minimum region. [Pg.681]

MFI type) zeolites have straight channels and zigzag channels which connect them. The cross sections of these pores have the sizes of 0.51 X0.55 nm and 0.54 x 0.56 nm, respectively (3). The intersections of these channels have space which just two butene molecules can occupy (4). Mordenite has a porous structure, in which the supercages and their windows are connected in a straight line. The pore sizes of zeolites are close to the minimum molecular sizes of light hydrocarbons. Hence, zeolites have the ability to sieve molecules (shape selectivity). [Pg.63]

The energy parameter e equals the maximum depth of the potential wdl, and ro equals the value of rj where the attractive 6-term and repulsive 12-term are equal. For non-spherical molecules, shape-dependent tmns involving the relative angular orientations of the two molecules are sometimes added to the right side of equation (26). More will be said on this in Section 4. [Pg.48]

Chain Molecule Shape Graphs and Shape Polynomials... [Pg.96]

It is apparent, from Eq. (1), that the primary sample property measured by flow FFF is the diffusion coefficient. Secondary information includes the hydrodynamic diameter which can be obtained via the Stokes-Einstein equation and the molecular weight if the molecule shape factor is constant. Unlike other FFF techniques, the retention time in flow FFF is determined solely by the diffusion coefficient rather than a combination of sample properties. As a consequence, flow FFF is well suited for analyses of complex sample mixtures and the transformation of the fractogram to a diffusion or size distribution is straightforward. In addition, flow FFF is applicable to a wide range of samples regardless of their charge, size, density, and so forth. [Pg.1286]


See other pages where Molecules, shapes is mentioned: [Pg.60]    [Pg.61]    [Pg.151]    [Pg.554]    [Pg.69]    [Pg.291]    [Pg.142]    [Pg.637]    [Pg.146]    [Pg.296]    [Pg.266]    [Pg.264]    [Pg.154]    [Pg.207]    [Pg.736]    [Pg.138]    [Pg.140]    [Pg.671]    [Pg.84]    [Pg.61]    [Pg.230]    [Pg.111]    [Pg.65]    [Pg.74]    [Pg.145]    [Pg.250]    [Pg.326]    [Pg.766]    [Pg.130]   
See also in sourсe #XX -- [ Pg.37 , Pg.38 ]

See also in sourсe #XX -- [ Pg.37 , Pg.38 ]




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A-shaped molecules

Basket-shaped molecules

Bonding and the shapes of molecules

Bonding molecule, predicting shapes

Bowl-shaped molecules

Branched molecules, star-shaped

Characteristic shapes and bond angles within covalent molecules

Chemical bonding molecule shapes

Coil molecules shape

Comb-shaped branched molecules

Cone-shaped molecules

Cup-shaped molecules

Diatomic molecules electronic band shapes

Discotic liquid crystals disc-shaped molecules

Dumbbell shaped molecule

Eight-coordinate molecules shape

Five-coordinate molecules shape

Four-coordinate molecules shape

Greenwood, C. T., The Size and Shape of Some Polysaccharide Molecules

How Do We Predict Bond Angles and the Shapes of Molecules

Lambda shaped molecules

Lewis structures and the shapes of molecules

Linear, Taper-Shaped, and Dendritic Molecules with RF-Chains

Liquid crystals cone-shaped molecules

Long-shaped molecules

Modelling the shape of a polymer molecule

Molecular shape diatomic molecules

Molecular shape electron-deficient molecules

Molecular shape molecules with multiple bonds

Molecular shape molecules with single bonds

Molecular shape odd-electron molecules

Molecular shape polyatomic molecules

Molecular shape tetrahedral molecule

Molecular shape triatomic molecule

Molecule banana-shaped

Molecule bent-shaped

Molecule pear-shaped

Molecules acid/base properties shapes

Molecules predicting shapes

Molecules shape description

Molecules size and shape

Molecules three-dimensional shapes

Molecules topological shape characterization

Molecules, birefringence shapes

Organic Chemistry The Shape of Molecules

Organic molecules shape

Polysaccharides shape and size of molecules

Predicting the Shapes of Larger Molecules

Predicting the Shapes of Molecules

Pyramid-shaped molecules

SHAPES OF ORGANIC MOLECULES

Shape (Geometric, Conformational, Topological, and Steric) Properties of Drug Molecules

Shape Resonances in Atom and Molecule Scattering

Shape and size of molecules

Shape factors small molecule diffusion

Shape of some polysaccharide molecules

Shape resonances electron-molecule scattering

Shape similarity, of molecules

Shapes and Polarity of Molecules

Shapes of Larger Molecules

Shapes of Polyatomic Molecules Walsh Diagrams

Shapes of Polymer Molecules in Solution

Shapes of molecules

Shapes of molecules and ions

Shapes of molecules and ions VSEPR theory

Shapes of molecules and polyatomic ions

Size and Shape of the Templating Molecule

Some Comments on Shape Dynamics of Flexible Molecules

Stacking bowl-shaped molecules

Star-shaped molecules

Structural Shape of Polymer Molecules

Structure and Shape of Molecules

T shape molecule

T-shaped molecules

T-shaped molecules interhalogen compounds

T-shaped molecules vibrational modes

Taper Shaped and Dendritic Molecules Leading to Curved Aggregates

Templating molecule shape

Tetrahedral-shaped molecules

The Shape of Dinuclear Molecules

The Shape of Simple Molecules

The Shape of a Water Molecule

The Shapes of Covalent Molecules

The Shapes of Molecules

The Shapes of Molecules Valence Shell Electron-Pair Repulsion Theory

The Shapes of Some Simple Molecules

The Sizes and Shapes of Organic Molecules. Molecular Models

The shapes of polymer molecules

The size and shape of polymer molecules

Three-dimensional shapes of molecules

Tree-like Shaped Molecules. Starburst Dendrimers, Arborols

Trigonal planar shape molecule

Tripod-shaped molecules

Water molecule molecular shapes

Water molecule shape

X-Shaped Polyphiles Liquid Crystalline Honeycombs with Single Molecule Walls

Y shape molecule

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