Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Linear continued molecules

In non-linear polyatomic molecules the process of deterioration of quantum numbers continues to such an extent that only the total electron spin quantum number S remains. The selection rule... [Pg.275]

Surface force apparatus has been applied successfully over the past years for measuring normal surface forces as a function of surface gap or film thickness. The results reveal, for example, that the normal forces acting on confined liquid composed of linear-chain molecules exhibit a periodic oscillation between the attractive and repulsive interactions as one surface continuously approaches to another, which is schematically shown in Fig. 19. The period of the oscillation corresponds precisely to the thickness of a molecular chain, and the oscillation amplitude increases exponentially as the film thickness decreases. This oscillatory solvation force originates from the formation of the layering structure in thin liquid films and the change of the ordered structure with the film thickness. The result provides a convincing example that the SFA can be an effective experimental tool to detect fundamental interactions between the surfaces when the gap decreases to nanometre scale. [Pg.17]

DEN 438 has a statistical functionality of 3.6 epoxides/molecule ( ). Thus, incorporation of 1 molecule of DEN 438 into 1 molecule of advanced resin gives statistically 1.6 branches in that molecule of resin (3.6 epoxides are present. Two are consumed to form the linear continuation of the resin. The difference, 1.6 epoxides, is the number of branches generated.). [Pg.190]

The tertiary structure of DNA is complex. DNA does not normally exist as a straight linear polymer, but as a supercoiled structure. Supercoiiing is associated with special proteins in eukaryotic organisms. Prokaryotic organisms have one continuous molecule white eukaryotes have many (e.g. humans have 46). Viruses also contain nucleic acids and their genetic material can be either DNA or RNA. [Pg.417]

A cut or nick is made in one of the two chains, and the circle rolls, peeling away one end of the cut chain, to yield the equivalent of two single chains, which function as templates for DNA synthesis at a fork. As the circle continues to roll, a linear duplex molecule containing multiple copies of the sequence is generated. The rolling-circle mechanism is also seen as a stage in the replication of some viral DNA molecules. [Pg.464]

Starch is a semicrystalline polymer. The linear amylose molecules are amorphous in nature, but the branched amylopectin portion has been reported as partially crystalline. It is believed that the crystalline regions in the starch granule are interspersed in a continuous amorphous phase. ° ... [Pg.3477]

A molecule is called bi- or polyfunctional if two or more reactive or functional groups either are present at the beginning of the reaction or appear in the course of It. A monofunctional material can react at one point, a bifunctional material at two points, and a polyfunctional material at many points. Simple examples of bi- or polyfunctional molei es are hydroxy or amino acids, di- or polyalcohols, -amines, or -acids. These molecules interact with each other through their chemically active groups but since two or more of them are located on each molecule, the reaction continues in two or three directions and linear or tridimensional molecules are formed. Figure 15-1 illustrates schematically the reactimi between two monofunctional molecules, which does not produce macromolecules (a) whereas bifunctional monomers lead to linear-chain molecules (5), and the reaction of trifunctional molecules produces complicated networklike structures (c). [Pg.859]

The use of Slater-type orbitals as basis functions is currently feasible only for atoms, diatomics and, with effort, linear polyatomic molecules. However, research into more powerful methods continues and the physical attractiveness of these functions is such that the development of effective integral evaluation methods would be a major breakthrough in quantum chemistry. [Pg.502]

The first example described by Jahn and Teller is that of a linear molecule which is a special case as we shall see. Assume that the central atom of a linear triatomic molecule is continuously displaced along the positive y direction (Figure 8.2(a)). We further assume that the molecule is in a doubly degenerate electronic state, such as a Ila state (D ). When the central atom is moved, the symmetry is reduced to (with C2(y)), and the degeneracy of the Da state cannot persist in the distorted configuration. The rep of Ila in becomes a reducible representation of C2vlCi(y)] with characters... [Pg.126]

Fig. la shows spherical particles adhering to each other in more or less linear arrangement, Fig. lb rodlet shaped particles building up a similar continuous framework. In Fig. Ic the case of linear macro-molecules forming a framework consisting of molecular chains with junction points of a crystalline nature is represented. Fig. Id shows a typical case of gel formation by chemical cross-linking of dissolved linear macromolecules. Such a case can, e. g., be reali2 ed if a rubber solution is vulcanised... [Pg.489]

Having the Slater atomic orbitals, the linear combination approximation to molecular orbitals, and the SCF method as applied to the Fock matrix, we are in a position to calculate properties of atoms and molecules ab initio, at the Hartree-Fock level of accuracy. Before doing that, however, we shall continue in the spirit of semiempirical calculations by postponing the ab initio method to Chapter 10 and invoking a rather sophisticated set of approximations and empirical substitutions... [Pg.277]

One recent development in DFT is the advent of linear scaling algorithms. These algorithms replace the Coulomb terms for distant regions of the molecule with multipole expansions. This results in a method with a time complexity of N for sufficiently large molecules. The most common linear scaling techniques are the fast multipole method (FMM) and the continuous fast multipole method (CFMM). [Pg.43]

Jet Separator The jet separator contains two capillary tubes that are aligned with a small space (ca. 1 mm) between them. A vacuum is created between the tubes by using a rotary pump. The GC effluent passes through one capillary tube into the vacuum region. Those molecules that continue in the same direction will enter the second capillary tube and will be directed to the ion source. Enrichment occurs because the less massive carrier gas (He) atoms are more easily collisionally diverted from the linear path than the more massive analyte molecules. [Pg.202]

The orbital phase is continuons in the linear conjugate triene and discontinuous in the cross-conjugate trine. The electron delocalization between the terminal bonds is favored in the linear triene and disfavored in the cross-conjugate triene. The linear triene is more stable. The continuity-discontinuity of orbital phase underlies the thermodynamic stabilities of non-cyclic conjugated molecules. [Pg.89]


See other pages where Linear continued molecules is mentioned: [Pg.146]    [Pg.305]    [Pg.8]    [Pg.25]    [Pg.293]    [Pg.83]    [Pg.31]    [Pg.149]    [Pg.2]    [Pg.141]    [Pg.123]    [Pg.77]    [Pg.39]    [Pg.46]    [Pg.52]    [Pg.183]    [Pg.359]    [Pg.86]    [Pg.47]    [Pg.310]    [Pg.17]    [Pg.509]    [Pg.319]    [Pg.601]    [Pg.65]    [Pg.7]    [Pg.9]    [Pg.294]    [Pg.59]    [Pg.238]    [Pg.48]    [Pg.573]    [Pg.226]    [Pg.107]   
See also in sourсe #XX -- [ Pg.11 ]




SEARCH



Dielectric relaxation (continued linear and symmetrical top molecules

Linear (continued

Linear molecule

© 2024 chempedia.info