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Polarity and symmetry

A more challenging task would be to synthesise inclusion compounds of the type H-niG -n2G2 where G and G2 are different by virtue of size, polarity and symmetry. An example is shown schematically in Figure 11 in which the... [Pg.132]

Another important matter to be mentioned is the existence of various concentration microgradients of active substances such as inducers, repressors, and so on, with an important role in differentiation. The significance of concentration gradients of inducers in the creation of polarity and symmetry in the case of embryonic induction is well known (Flickinger, 1963). Taylor (1964) has pointed out that concentration gradients may also be important at the chromosomal level, especially in connection with the degree of inhibition of various chromosomal regions by histones. [Pg.377]

The most important materials among nonlinear dielectrics are ferroelectrics which can exhibit a spontaneous polarization PI in the absence of an external electric field and which can spHt into spontaneously polarized regions known as domains (5). It is evident that in the ferroelectric the domain states differ in orientation of spontaneous electric polarization, which are in equiUbrium thermodynamically, and that the ferroelectric character is estabUshed when one domain state can be transformed to another by a suitably directed external electric field (6). It is the reorientabiUty of the domain state polarizations that distinguishes ferroelectrics as a subgroup of materials from the 10-polar-point symmetry group of pyroelectric crystals (7—9). [Pg.202]

Polarization effects are another feature of Raman spectroscopy that improves the assignment of bands and enables the determination of molecular orientation. Analysis of the polarized and non-polarized bands of isotropic phases enables determination of the symmetry of the respective vibrations. For aligned molecules in crystals or at surfaces it is possible to measure the dependence of up to six independent Raman spectra on the polarization and direction of propagation of incident and scattered light relative to the molecular or crystal axes. [Pg.259]

Crystals with one of the ten polar point-group symmetries (Ci, C2, Cs, C2V, C4, C4V, C3, C3v, C(, Cgv) are called polar crystals. They display spontaneous polarization and form a family of ferroelectric materials. The main properties of ferroelectric materials include relatively high dielectric permittivity, ferroelectric-paraelectric phase transition that occurs at a certain temperature called the Curie temperature, piezoelectric effect, pyroelectric effect, nonlinear optic property - the ability to multiply frequencies, ferroelectric hysteresis loop, and electrostrictive, electro-optic and other properties [16, 388],... [Pg.217]

Tables Assignment and wavenumbers (cm ) of the external and torsional vibrations of a-Ss based on polarization dependent studies [106, 107]. In the first two columns the type and symmetry classes of the molecular and crystal vibrations, respectively, are given. The wavenumbers of the vibrations are listed in the columns infrared and Raman corresponding to the order of symmetry species given in the second column (crystal). " S means orthorhombic Sg with natural isotopic composition, while stands for isotopically pure Sg crystals (purity >99.95%)... [Pg.51]

We start with some elementary information about anisotropic intermolec-ular interactions in liquid crystals and molecular factors that influence the smectic behaviour. The various types of molecular models and commonly accepted concepts reproducing the smectic behaviour are evaluated. Then we discuss in more detail the breaking of head-to-tail inversion symmetry in smectic layers formed by polar and (or) sterically asymmetric molecules and formation of particular phases with one and two dimensional periodicity. We then proceed with the description of the structure and phase behaviour of terminally fluorinated and polyphilic mesogens and specific polar properties of the achiral chevron structures. Finally, different possibilities for bridging the gap between smectic and columnar phases are considered. [Pg.200]

Edgar Could you clarify the difference between polarity and asymmetry. Most of the mutants you talked about didn t destroy symmetry, they just randomized it and gave you randomization of what was still asymmetric. [Pg.155]

Figure 8.24 Illustration of layer structure and symmetries observed for NOBOW thermodynamic phase (majority domains) in freely suspended films, (a) Films of even-layer number have achiral, nonpolar C symmetry, (b) Films of odd-layer number have chiral and polar C2 symmetry, with net polarization normal to tilt plane (lateral polarization). Figure 8.24 Illustration of layer structure and symmetries observed for NOBOW thermodynamic phase (majority domains) in freely suspended films, (a) Films of even-layer number have achiral, nonpolar C symmetry, (b) Films of odd-layer number have chiral and polar C2 symmetry, with net polarization normal to tilt plane (lateral polarization).
On single crystal surfaces the SHG signal depends on the polar angle of incidence. This can be used to investigate the structure and symmetry of the surface. [Pg.210]

Chirality (or a lack of mirror symmetry) plays an important role in the LC field. Molecular chirality, due to one or more chiral carbon site(s), can lead to a reduction in the phase symmetry, and yield a large variety of novel mesophases that possess unique structures and optical properties. One important consequence of chirality is polar order when molecules contain lateral electric dipoles. Electric polarization is obtained in tilted smectic phases. The reduced symmetry in the phase yields an in-layer polarization and the tilt sense of each layer can change synclinically (chiral SmC ) or anticlinically (SmC)) to form a helical superstructure perpendicular to the layer planes. Hence helical distributions of the molecules in the superstructure can result in a ferro- (SmC ), antiferro- (SmC)), and ferri-electric phases. Other chiral subphases (e.g., Q) can also exist. In the SmC) phase, the directions of the tilt alternate from one layer to the next, and the in-plane spontaneous polarization reverses by 180° between two neighbouring layers. The structures of the C a and C phases are less certain. The ferrielectric C shows two interdigitated helices as in the SmC) phase, but here the molecules are rotated by an angle different from 180° w.r.t. the helix axis between two neighbouring layers. [Pg.125]

ESEM results on the interaction of silica-exchanged Cu(II) with a range of adsorbates showed that one or two adsorbate molecules were able to coordinate to the Cu depending on the chemical interaction, polarity and size (7[2). Differences in A, were observed for N- and O-coordinated ligands, but these seem to reflect a change in coordination symmetry and not a difference in adsorbate ligand number. N-coordinated ligands form approximately square planar... [Pg.353]

The most popular and versatile bonded phase is octadecylsilane (ODS), n-C18H37, a grouping that is non-polar and used for reverse phase separations. Octylsilane, with its shorter chain length, permits faster diffusion of solutes and this results in improved peak symmetry. Other groups are attached to provide polar phases and hence perform normal phase separations. These include cyano, ether, amine and diol groups, which offer a wide range of polarities. When bonded stationary phases are used, the clear distinction between adsorption and partition chromatography is lost and the principles of separation are far more complex. [Pg.115]

In principle, an anisotropic reaction performed on a crystal of polar symmetry may fix the absolute direction of the polar axis. In the case of an asymmetric reaction carried out in a centrosymmetric (enantiopolar) crystal, one may establish the absolute configuration of the chiral product. The degree of reliability of the assignment will depend on knowledge of the various states of the reaction pathway. Here we briefly describe some heterogeneous reactions in polar and enantiopolar crystals that illustrate this approach. [Pg.61]

More than forty years ago, Lee and Yang [8] observed anomalies in the decay patterns of theta and tau mesons, which suggested to them that parity was not conserved for certain weak interactions involved in the (3-decay of radioactive nuclei. This Nobel-prize-winning prediction was experimentally validated by Wu et al., [9] who found that the longitudinally polarized electrons emitted during the (3-decay of Co nuclei had a notable (40%) left-handed bias, i.e., their spins were predominantly antiparallel to their directions of motion. These experiments established that parity violation and symmetry breaking occurred at the nuclear level. [Pg.177]

It is interesting to observe that while for free ion or O symmetries only one ED emission is expected to occur, a symmetry reduction to induces the appearance of four emission lines. Three of these emissions are a polarized and one is n polarized, as shown in Figure 7.8. [Pg.256]

Both Raman and infrared spectroscopy provide qualitative and quantitative information about ehemieal species through the interaetion of radiation with molecular vibrations. Raman spectroscopy complements infrared spectroscopy, particularly for the study of non-polar bonds and certain functional groups. It is often used as an additional technique for elueidating the molecular structure and symmetry of a eompound. Raman spectroseopy also provides facile access to the low frequency region (less than 400 cm Raman shift), an area that is more difficult for infrared speetroseopy. [Pg.13]


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See also in sourсe #XX -- [ Pg.57 , Pg.59 ]




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