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Unpolarized

Equation (B 1,9.11) is valid only for plane polarized light. For unpolarized incident light, the beam can be resolved into two polarized components at right angles to each other. The scattered intensity can thus be expressed as (figure Bl.9.2)... [Pg.1388]

Figure Bl.9.2. Resolution of a plane unpolarized incident beam into polarized scattering components. Figure Bl.9.2. Resolution of a plane unpolarized incident beam into polarized scattering components.
Figure Bl.16.6. An example of CIDNP net effeet for a radieal pair with two hyperfme interaetions. Part A shows the spin levels and sehematie NMR speetnim for unpolarized prodnet. Part B shows the spin levels and sehematie NMR speetnim for polarized prodnet. Populations are indieated on eaeh level. Initial eonditions ... Figure Bl.16.6. An example of CIDNP net effeet for a radieal pair with two hyperfme interaetions. Part A shows the spin levels and sehematie NMR speetnim for unpolarized prodnet. Part B shows the spin levels and sehematie NMR speetnim for polarized prodnet. Populations are indieated on eaeh level. Initial eonditions ...
Note that this also involves the assumption of isotropic molecules, which have the same polarizability in all directions. Unpolarized light consists of equal amounts of vertical and horizontal polarization, so the fraction of light scattered in the unpolarized (subscript u) case is given by... [Pg.673]

Along the x axis, both sin 0y and sin 0 equal unity. The light consists of equal amounts of horizontally and vertically polarized components, that is, it is unpolarized, and has twice the intensity observed in the perpendicular directions. [Pg.674]

Figure 10.6 Two-dimensional representation of i and i (broken lines) and their resultant ifotai (solid line) for scattering by a molecule situated at the origin and illuminated by unpolarized light along the x axis. The intensity in any direction is proportional to the length of the radius vector at that angle. (Reprinted from Ref, 2, p. 168.)... Figure 10.6 Two-dimensional representation of i and i (broken lines) and their resultant ifotai (solid line) for scattering by a molecule situated at the origin and illuminated by unpolarized light along the x axis. The intensity in any direction is proportional to the length of the radius vector at that angle. (Reprinted from Ref, 2, p. 168.)...
The PLM can be used in a reflection or a transmission mode. With either mode, light of various wavelengths from ultraviolet to infrared, polarized or unpolarized, is used to yield a wide variety of physical measurements. With just ordinary white light, a particle or any object detail down to about 0.5 p.m (500 nm) in diameter can be observed to detect shape, size, color, refractive index, melting point, and solubiUty in a group of solvents, all nondestmetively. Somewhat larger particles yield UV, visible, or IR absorption spectra. [Pg.333]

Measuring electrodes for impressed current protection are robust reference electrodes (see Section 3.2 and Table 3-1) which are permanently exposed to seawater and remain unpolarized when a small control current is taken. The otherwise usual silver-silver chloride and calomel reference electrodes are used only for checking (see Section 16.7). All reference electrodes with electrolytes and diaphragms are unsuitable as long-term electrodes for potential-controlled rectifiers. Only metal-medium electrodes which have a sufficiently constant potential can be considered as measuring electrodes. The silver-silver chloride electrode has a potential that depends on the chloride content of the water [see Eq. (2-29)]. This potential deviation can usually be tolerated [3]. The most reliable electrodes are those of pure zinc [3]. They have a constant rest potential, are slightly polarizable and in case of film formation can be regenerated by an anodic current pulse. They last at least 5 years. [Pg.408]

For specimens where gradients in the ms etic moment are of interest, similar arguments apply. Here, however, two separate reflectivity experiments are performed in which the incident neutrons are polarized parallel and perpendicular to the surfiice of the specimen. Combining reflectivity measurements under these two polarization conditions in a manner similar to that for the unpolarized case permits the determination of the variation in the magnetic moments of components parallel and perpendicular to the film surface. This is discussed in detail by Felcher et al. and the interested reader is referred to the literature. [Pg.664]

The arrangement illustrated in Figure 1 is commonly used for angular characterization of scattered light. The light source is usually a laser. The incident beam may be unpolarized, or it can be linearly polarized with provisions for rotating the plane of polarization. Typically the plane of polarization is perpendicular to the plane of... [Pg.711]

Fig. 10. Unpolarized Raman spectra (T = 300 K) for solid Ceo, KaCeo, RbsCeo, NaeCeo, KaCco, RbeCeo and CseCeo [92, 93], The tangential and radial modes of Ag symmetry are identified, as are the features associated with the Si substrates. From the insensitivity of these spectra to crystal structure and specific alkali metal dopant, it is concluded that the interactions between the Cao molecules are weak, as are also the interactions between the Cao anions and the alkali metal cations. Fig. 10. Unpolarized Raman spectra (T = 300 K) for solid Ceo, KaCeo, RbsCeo, NaeCeo, KaCco, RbeCeo and CseCeo [92, 93], The tangential and radial modes of Ag symmetry are identified, as are the features associated with the Si substrates. From the insensitivity of these spectra to crystal structure and specific alkali metal dopant, it is concluded that the interactions between the Cao molecules are weak, as are also the interactions between the Cao anions and the alkali metal cations.
The main difference between the G2 models is tlie way in which tlie electron correlation beyond MP2 is estimated. The G2 method itself performs a series of MP4 and QCISD(T) calculations, G2(MP2) only does a single QCISD(T) calculation with tlie 6-311G(d,p) basis, while G2(MP2, SVP) (SVP stands for Split Valence Polarization) reduces the basis set to only 6-31 G(d). An even more pruned version, G2(MP2,SV), uses the unpolarized 6-31 G basis for the QCISD(T) part, which increases the Mean Absolute Deviation (MAD) to 2.1 kcal/mol. That it is possible to achieve such good performance with tliis small a basis set for QCISD(T) partly reflects the importance of the large basis MP2 calculation and partly the absorption of errors in the empirical correction. [Pg.166]

The correlation energy of a uniform electron gas has been determined by Monte Carlo methods for a number of different densities. In order to use these results in DFT calculations, it is desirable to have a suitable analytic interpolation formula. This has been constructed by Vosko, Wilk and Nusair (VWN) and is in general considered to be a very accurate fit. It interpolates between die unpolarized ( = 0) and spin polarized (C = 1) limits by the following functional. [Pg.183]

The approach presented above has been applied to the disordered alloy system Co,j,Pt], j,. Theoretical spectra for various concentrations are given in Fig. 1 for unpolarized radiation with huj = 1253.6eV. As can be seen, these spectra agree very well... [Pg.188]

Figure 1 VB-XPS spectrum for COiPti i for unpolarized radiation and photon energy hu) =1253.6 eV. The experimental data (dashed curve) have been taken from Ref. [15]. Figure 1 VB-XPS spectrum for COiPti i for unpolarized radiation and photon energy hu) =1253.6 eV. The experimental data (dashed curve) have been taken from Ref. [15].
In case we are not interested in the spin of the scattered electron, and the initial beam is unpolarized, we must sum w over the final states s, and average over the two initial spin states. We have seen in Section 5 of Chapter 9, that... [Pg.627]

Importance of the hydrophobic groups. The less hydrophobic the unpolar part of a molecule is, the higher the cmc. [Pg.88]

The electric field of plane-polarized light oscillates in a single plane. It can be prepared hy passing ordinary, unpolarized light through a polarizer, which consists of a material that allows the light to pass only if the electric field is aligned in a certain direction. [Pg.797]

The anions N3 and CN , being strong nucleophiles, form stable C—X bonds (C—N3 very polar C—CN unpolar) which can only be broken with a high energy use. The newly formed neutral compounds are relatively stable when faced with nucleophiles. The nitrate anion fits in between groups three and four and will be discussed in more detail later. [Pg.214]

Fig. 12 FTIR absorbance spectra of the stretching vibrations in single crystals of a-Sg. (a) Polarized spectra of Vg and v,o in a- Sg (resolution < 0.05 cm )> after [105, 109], (b) unpolarized spectrum of the strong absorbing manifold of components of v, V5, and Vi, respectively, in natural a-Sg (resolution 0.5 cm ), after [109]... Fig. 12 FTIR absorbance spectra of the stretching vibrations in single crystals of a-Sg. (a) Polarized spectra of Vg and v,o in a- Sg (resolution < 0.05 cm )> after [105, 109], (b) unpolarized spectrum of the strong absorbing manifold of components of v, V5, and Vi, respectively, in natural a-Sg (resolution 0.5 cm ), after [109]...
To calculate the intensity of scattered radiation along the direction P when the incident wave is unpolarized, let the incident wave of intensity lo be resolved into two components of equal intensity... [Pg.288]


See other pages where Unpolarized is mentioned: [Pg.1193]    [Pg.1886]    [Pg.2949]    [Pg.287]    [Pg.287]    [Pg.369]    [Pg.670]    [Pg.676]    [Pg.683]    [Pg.354]    [Pg.287]    [Pg.187]    [Pg.419]    [Pg.69]    [Pg.119]    [Pg.79]    [Pg.7]    [Pg.63]    [Pg.65]    [Pg.798]    [Pg.180]    [Pg.80]    [Pg.80]    [Pg.210]    [Pg.231]    [Pg.269]    [Pg.301]    [Pg.303]    [Pg.307]    [Pg.14]   
See also in sourсe #XX -- [ Pg.72 , Pg.76 , Pg.80 , Pg.100 ]




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Absorption spectra, unpolarized

Absorption spectra, unpolarized of hexahydrated

Partially polarized and unpolarized light

Polymer unpolar

Scattering of unpolarized light

Unpolar reactant

Unpolar solvents

Unpolarized Interactions

Unpolarized basis sets

Unpolarized charge distribution

Unpolarized light

Unpolarized metal

Unpolarized radiation

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