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Molecule symmetric

If the molecules stand on edge and are oriented by the dipping process, there will exist an optical anisotropy which will manifest itself in dichroism or, if the material is thick enough, in birefringence. On the other hand, if the molecules lie flat, no optical anisotropy will be shown when the material is examined by transmitted light. Thus polarising [Pg.78]

Several studies have been made of LB films formed from dimers of phthalocyanines. Shutt et al. [189, 190] formed a dimer in which a [Pg.79]


Pople J 1954 Statistical mechanics of assemblies of axially symmetric molecules I. General theory Proc. R. Soc. A 221 498... [Pg.555]

Non-adiabatic coupling is also termed vibronic coupling as the resulting breakdown of the adiabatic picture is due to coupling between the nuclear and electi onic motion. A well-known special case of vibronic coupling is the Jahn-Teller effect [14,164-168], in which a symmetrical molecule in a doubly degenerate electronic state will spontaneously distort so as to break the symmetry and remove the degeneracy. [Pg.276]

Difunctional target molecules are generally easily disconnected in a re/ro-Michael type transform. As an example we have chosen a simple symmetrical molecule, namely 4-(4-methoxyphenyl)-2,6-heptanedione. Only p-anisaldehyde and two acetone equivalents are needed as starting materials. The antithesis scheme given helow is self-explanatory. The aldol condensation product must be synthesized first and then be reacted under controlled conditions with a second enolate (e.g. a silyl enolate plus TiCl4 or a lithium enolate), enamine (M. Pfau, 1979), or best with acetoacetic ester anion as acetone equivalents. [Pg.205]

To obtain a reliable value of from the isotherm it is necessary that the monolayer shall be virtually complete before the build-up of higher layers commences this requirement is met if the BET parameter c is not too low, and will be reflected in a sharp knee of the isotherm and a well defined Point B. For conversion of into A, the ideal adsorptive would be one which is composed of spherically symmetrical molecules and always forms a non-localized film, and therefore gives the same value of on all adsorbents. Non-localization demands a low value of c as c increases the adsorbate molecules move more and more closely into registry with the lattice of the adsorbent, so that becomes increasingly dependent on the lattice dimensions of the adsorbent, and decreasingly dependent on the molecular size of the adsorbate. [Pg.103]

Resonance theory can also account for the stability of the allyl radical. For example, to form an ethylene radical from ethylene requites a bond dissociation energy of 410 kj/mol (98 kcal/mol), whereas the bond dissociation energy to form an allyl radical from propylene requites 368 kj/mol (88 kcal/mol). This difference results entirely from resonance stabilization. The electron spin resonance spectmm of the allyl radical shows three, not four, types of hydrogen signals. The infrared spectmm shows one type, not two, of carbon—carbon bonds. These data imply the existence, at least on the time scale probed, of a symmetric molecule. The two equivalent resonance stmctures for the allyl radical are as follows ... [Pg.124]

IR and Raman studies of heterocycles today cover two different fields. For simple and symmetrical molecules very elaborate experiments (argon matrices, isotopic labelling) and complex calculations lead to the complete assignment of the fundamentals, tones and harmonics. However, the description of modes ought to be only approximate, since in a molecule like pyrazole there are no pure ones. This means that it is not correct to write that the band at 878 cm is y(CH), and the only correct assertion is that the y(CH) mode contributes to the band. On the other hand, IR spectroscopy is used as an analytical tool for identifying structures, and in this case, bands are assigned to r-iCO) or 5(NH) on the basis of a simple Nujol mull spectrum and conventional tables. Both atttitudes, almost antagonistic to each other, are discussed in this section. [Pg.199]

Nylon, also a linear polymer, is made by a condensation reaction. Two different kinds of molecule react to give a larger molecule, and a by-product (usually HjO) the ends of large molecules are active, and react further, building a polymer chain. Note how molecules of one type condense with those of the other in this reaction of two symmetrical molecules... [Pg.255]

The fine structure of torsion-vibration spectra of small symmetric molecules and groups such as CH3, CH4, NH3, and NH4 is one of the most illustrative manifestations of tunneling. This problem has been discussed in detail in several reviews and books (see, e.g., Press [1981], Heidemann et al.[1987]). [Pg.114]

It is not difficult to relate the differences between these two groups to molecular structure. In order to do this the structure and electrical properties of atoms, symmetrical molecules, simple polar molecules and polymeric polar molecules will be considered in turn. [Pg.111]

In the case of symmetrical molecules such as carbon tetrachloride, benzene, polyethylene and polyisobutylene the only polarisation effect is electronic and such materials have low dielectric constants. Since electronic polarisation may be assumed to be instantaneous, the influence of frequency and temperature will be very small. Furthermore, since the charge displacement is able to remain in phase with the alternating field there are negligible power losses. [Pg.112]

Ethylene is a highly symmetric molecule. Here is the input file for an optimization ol its geometry ... [Pg.42]

For the special case of an axially symmetric molecule, the electric dipole moment lies along the axis of highest symmetry, which we usually call the z-axis. The induced dipole due to a field along the molecular axis is usually written... [Pg.283]

Gelbart (1974) has reviewed a number of theories of the origins of the depolarized spectrum. One of the simplest models is the isolated binary collision (IBC) model of McTague and Bimbaum (1968). All effects due to the interaction of three or more particles are ignored, and the scattering is due only to diatomic collision processes. In the case that the interacting particles A and B are atoms or highly symmetrical molecules then there are only two unique components of the pair polarizability tensor, and attention focuses on the anisotropy and the incremental mean pair polarizability... [Pg.293]

The charge distribution of the molecule can be represented either as atom centred charges or as a multipole expansion. For a neutral molecule, the lowest-order approximation considers only the dipole moment. This may be quite a poor approximation, and fails completely for symmetric molecules which do not have a dipole moment. For obtaining converged results it is often necessarily to extend the expansion up to order 6 or more, i.e. including dipole, quadrupole, octupole, etc. moments. [Pg.394]

In Figure 17-6A we saw that the boiling points of symmetrical molecules increase regularly as we drop down in the periodic table. Figure 17-14 shows the corresponding plot for some molecules possessing electric dipoles. [Pg.314]

As symmetrical molecules approach within a critical distance, crystals begin to form in... [Pg.342]

Centrosymmetric molecules represent a limiting case as far as molecular symmetry is concerned. They are highly symmetric molecules. At the other extreme, molecules with very low symmetry should produce a set of Raman frequencies very similar to the observed set of infrared frequencies. Between these two extremes there are cases where some vibrations are both Raman and infrared active and others are active in Raman or infrared but not in both. Nitrate ion is an example of a molecule in this intermediate class. [Pg.304]

There are, at present, two overriding reasons an experimentalist would choose to employ laser Raman spectroscopy as a means of studying adsorbed molecules on oxide surfaces. Firstly, the weakness of the typical oxide spectrum permits the adsorbate spectrum to be obtained over the complete fundamental vibrational region (200 to 4000 cm-1). Secondly, the technique of laser Raman spectroscopy is an inherently sensitive method for studying the vibrations of symmetrical molecules. In the following sections, we will discuss spectra of pyridine on silica and other surfaces to illustrate an application of the first type and spectra of various symmetrical adsorbate molecules to illustrate the second. [Pg.333]

The potential energy is often described in terms of an oscillating function like the one shown in Figure 10.9(a) where the minima correspond to the relative orientations in which the interactions are most favorable, and the maxima correspond to unfavorable orientations. In ethane, the minima would occur at the staggered conformation and the maxima at the eclipsed conformation. In symmetrical molecules like ethane, the potential function reflects the symmetry and has a number of equivalent maxima and minima. In less symmetric molecules, the function may be more complex and show a number of minima of various depths and maxima of various heights. For our purposes, we will consider only molecules with symmetric potential functions and designate the number of minima in a complete rotation as r. For molecules like ethane and H3C-CCI3, r = 3. [Pg.564]

Values of w0+1 are given in Table I. There are also included data for un-symmetric molecules such as HC1. For these a reasonable potential function... [Pg.789]

Fig. 2a-f. Mesogenic molecules with differing degrees of polar and sterical asymmetry a symmetric molecule with rigid core and two hydrocarbon tails b terminally polar molecule (arrow indicates the permanent dipole) c swallow-tailed (hiforked) molecule d hanana shaped molecule e terminally fluorinated molecule f polyphilic molecule (hatched areas correspond to the fluorinated fragment)... [Pg.205]


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See also in sourсe #XX -- [ Pg.270 ]

See also in sourсe #XX -- [ Pg.497 , Pg.498 , Pg.499 , Pg.500 ]




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Addition of a symmetrical molecule

Centro symmetrical molecules

Configuration Spaces for Molecules with Several Symmetrical Reference Structures

Diatomic molecules symmetric

Dielectric relaxation (continued linear and symmetrical top molecules

Inertial effects linear and symmetrical top molecules

Linear symmetric molecules

Linear symmetric molecules, group theory

Of symmetrical top molecule

On quantum rings and symmetric molecules in circularly polarized laser fields

Point Charge Model of XY2 Linear Symmetric Molecules

Potential energy surfaces spherically symmetric molecules

Rotational of symmetric top molecules

Spherically symmetric molecules, shifted

Spherically symmetric molecules, shifted fields

Stark effect in diatomic, linear and symmetric rotor molecules

Symmetric Polyatomic Molecules

Symmetric Top Molecules Introduction

Symmetric rotor molecules

Symmetric top molecule

Symmetric, Asymmetric, Dissymmetric, and Nondissymmetric Molecules

Symmetrical Molecule with Central Forces

Symmetrical molecule

Symmetrical molecule

Symmetrical molecules associated problems

Symmetrical molecules under interchange

Symmetrical molecules vibrations

The Rotation of Symmetrical-top Molecules

Triatomic molecule symmetric

Vibrational excitation symmetric molecules

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