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Symmetry, structural

Families of micas accodin gtb symmep ofb O sbet. The type of occupancy [Pg.124]

DiocUMttl/iocUMttl disincion. As mentioned above, the O sheet of micas is [Pg.125]

Symmep ofh O sbet. The plane point group symmetry of the Meal O sheet (Fig. [Pg.125]

1) is 3m (a subgroup of 6mm) and its layer-symmetry is either Hf3)lm (brucite-like sheet) or P 3) m (gibbsite-like sheet). In fact, the symmetry of the two types of octahedral sheets differs at least for the following reasons. [Pg.125]

In the ideal brucite-like sheet (Fig. 1) all the octahedral sites are metrically [Pg.125]


Tom H W K, Heinz T F and Shen Y R 1983 Second-harmonic reflection from silicon surfaces and its relation to structural symmetry Phys. Rev. Lett. 51 1983... [Pg.1302]

Stanley R J, King B and Boxer S G 1996 Excited state energy transfer pathways in photosynthetic reaction centers. 1. Structural symmetry effected. Phys. Chem. 100 12 052-9... [Pg.2000]

Structure Symmetry Ring breathing C-H stretch CH2 scissoring CHi wagging Ref. [Pg.14]

Structural symmetry, either in a target molecule or in a subunit derived from it by antithetic dissection, can usually be exploited to reduce the length or complexity of a synthesis. [Pg.44]

Figure 12.14 Molecular structures, symmetries and dimensions of the 5 oxides P4O6+K ( = 0-4) compared with a-P4- The P P distances in the oxides are 280-290 pm, i.e. essentially nonbonding. Figure 12.14 Molecular structures, symmetries and dimensions of the 5 oxides P4O6+K ( = 0-4) compared with a-P4- The P P distances in the oxides are 280-290 pm, i.e. essentially nonbonding.
The aim of the series is to present the latest fundamental material for research chemists, lecturers and students across the breadth of the subject, reaching into the various applications of theoretical techniques and modelling. The series concentrates on teaching the fundamentals of chemical structure, symmetry, bonding, reactivity, reaction mechanism, solid-state chemistry and applications in molecular modelling. It will emphasize the transfer of theoretical ideas and results to practical situations so as to demonstrate the role of theory in the solution of chemical problems in the laboratory and in industry. [Pg.347]

Certain measures re.spond particularly strongly to the intrinsic structural symmetry of r lattices cycle number (= C ) enumeration, for example, does not identify two cycles all of whose states are related by a spatial translation. Specific profiles may, therefore, be interrupted by a series of pronounced peaks at gj = (see figures (3.47-a,d), (3.48-d) and (3.49-a), for example). [Pg.114]

It is easy to invent rules that conserve particle number, energy, momentum and so on, and to smooth out the apparent lack of structural symmetry (although we have cheated a little in our example of a random walk because the circular symmetry in this case is really a statistical phenomenon and not a reflection of the individual particle motion). The more interesting question is whether relativistically correct (i.e. Lorentz invariant) behavior can also be made to emerge on a Cartesian lattice. Toffoli ([toff89], [toffSOb]) showed that this is possible. [Pg.669]

A comparative study [651] of the relative stabilities of various forms of U03 by DTA methods lists the temperatures of onset of reaction in the sequence a < e < amorphous < 0 < U02.9 < S < 7 (673, 733, 773, 803, 853, 863 and 903 K, respectively). Themal stabilities, as measured by the first-order reaction rate coefficient, magnitudes of E or enthalpies of reaction, increased with increasing structural symmetry. [Pg.149]

Because of its high structural symmetry, tetrakis[(methyldichlorosilyl)ethyl -p-xylene was easily purified by recrystallization from THF. The less alkylated products, monoalkylated to irialkylated compounds, were also formed along with many isomers due to reorientation of the methyl group. The yields of peralkylated and less alkylated products including isomers are summarized in Table Vll. [Pg.164]

Although the band model explains well various electronic properties of metal oxides, there are also systems where it fails, presumably because of neglecting electronic correlations within the solid. Therefore, J. B. Good-enough presented alternative criteria derived from the crystal structure, symmetry of orbitals and type of chemical bonding between metal and oxygen. This semiempirical model elucidates and predicts electrical properties of simple oxides and also of more complicated oxidic materials, such as bronzes, spinels, perowskites, etc. [Pg.321]

Point Group Structure Symmetry Elements Examples... [Pg.146]

Obviously, a molecule having a different structure (symmetry elements and operations) would require a different table. [Pg.150]

Fig. 1. Example molecular structures. Symmetry axes discussed in the text are indicated by arrows. Fig. 1. Example molecular structures. Symmetry axes discussed in the text are indicated by arrows.
The oxygen atoms in polyethylene oxide, POM, enhance the fra rotation of the atoms in the chain. Nevertheless, because of good structural symmetry, these polymers are crystalline. [Pg.11]

Polymers with little structural symmetry and with bulky pendant groups, such as atactic polystyrene (PS), are usually amorphous. Amorphous polymers have no long-range order, and their x-ray diffraction patterns are diffuse halos rather than the sharp peaks which are characteristic of crystalline polymers. [Pg.60]

Structure Symmetry King breathing C-H stretch ch2 scissoring CH, wagging Ref. [Pg.155]

One of the unifying factors in the determination or chemical structures has been the use or symmetry and group theory. One has only to look at the structure of boggsite to see that it is highly symmetrical, but symmetry is even more basic to chemistry than that. Symmetry aids the inorganic chemist in applying a variety or methods for the determination of structures. Symmetry is even more fundamental The very universe seems to hinge upon concepts or symmetry. [Pg.14]

Polymetallic anions, prepared by dissolution of alloys of the alkali and post-transition metals in amine solvents (often with a complexand for the alkali metal cation), have been characterized in crystalline and solution phases. Clusters TlSng3, Ge92 (with 20 skeletal bonding electrons), Sn93- (21 skeletal e) and Bi95+ (22 skeletal e) possess a tricapped trigonal prismatic structure, symmetry D3A, with variations of dimensional detail which correlate with the electron population.291 292 This structure is a ctoso-deltahedron, and with 20 (2h + 2) skeletal electrons can be construed to be three-dimensionally aromatic.292 The 22e clusters M94 (M = Ge, Sn, Pb) occur as the C4v monocapped square antiprism, a nido polyhedron. [Pg.165]

Five different classes of structural domains have been identified, based on the secondary structural makeup 8). Structural symmetry is often evident, particularly in aggregate or oligomeric proteins. The more contacts, the more stable the interaction. [Pg.9]

As mentioned earlier, only certain crystal exhibits piezoelectric behaviour. Only pressure on certain electrically neutral crystals - those not having a centre of structural symmetry - polarizes them by slightly separating the centre of the positive charge from that of the negative charge. Some examples of such crystals are ... [Pg.250]


See other pages where Symmetry, structural is mentioned: [Pg.116]    [Pg.55]    [Pg.397]    [Pg.119]    [Pg.588]    [Pg.138]    [Pg.323]    [Pg.20]    [Pg.47]    [Pg.203]    [Pg.27]    [Pg.61]    [Pg.127]    [Pg.69]    [Pg.124]    [Pg.459]    [Pg.303]    [Pg.168]    [Pg.113]    [Pg.547]    [Pg.45]    [Pg.15]    [Pg.55]    [Pg.9]    [Pg.146]   
See also in sourсe #XX -- [ Pg.475 , Pg.477 ]




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A structural view of crystal symmetry bottom-up crystallography

Application of space group symmetry in crystal structure determination

Band broken symmetry structure

Broken symmetry structure

Crystal structures, polymers symmetry group

Crystal symmetries structure predictions

Cube structure symmetry groups

Dissipative structures symmetry breaking

Effects of symmetry on the structure amplitude

Electronic structure maximum symmetry analysis

Icosahedron structure symmetry groups

Local structure symmetry

Low-symmetry structures

Magnetic structures symmetry

Octahedral structure symmetry groups

Structure and symmetry

Structure, Symmetry and ECC Theory

Symmetries of the band structure

Symmetry Aspects of Structure Correlation

Symmetry Selection Rules for Transition State Structures

Symmetry and Structural Parameters

Symmetry as the Organizing Principle for Crystal Structures

Symmetry crystal structures

Symmetry in Achiral Structures

Symmetry in crystal structures

Symmetry of Periodic Structures

Symmetry structures

Symmetry structures

Symmetry, Structure and Order Parameters

Time-Reversal Symmetry and Matrix Block Structure

Transition structure symmetry

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