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Transition electric

Explosion-bonded metals are produced by several manufacturers in the United States, Europe, and Japan. The chemical industry is the principal consumer of explosion-bonded metals which are used in the constmction of clad reaction vessels and heat-exchanger tube sheets for corrosion-resistant service. The primary market segments for explosion-bonded metals are for corrosion-resistant pressure vessels, tube sheets for heat exchangers, electrical transition joints, and stmctural transition joints. Total world markets for explosion-clad metals are estimated to fluctuate between 30 x 10 to 60 x 10 annually. [Pg.152]

Nitride Color Lattice Density, Hardness Mp, °C Heat Coefficient Electrical Transition... [Pg.52]

The configuration of the 4R,5R-dihydrodiol was established by application of the exciton chirality method (6). To minimize undesired interactions between the electric transition dipoles of the two j>-N,N-dimethylaminobenzoate chromophores and the dihydrodiol chromo-phore, a 4,5-dihydrodiol enantiomer was first reduced to 1,2,3,3a,4,5,7,8,9,10-decahydro and 4,5,7,8,9,10,11,12-octahydro derivatives (6). We found that it is not necessary to reduce the chrysene chromophore of a BaP 4,5-dihydrodiol enantiomer (Figure 2). Similarly, the absolute configurations of the K-region dihydrodiol enantiomers of BA (7), 7-bromo-BA (8), 7-fluoro-BA (9), 7-methyl-BA (10). and 7,12-dime thy 1-BA (DMBA) (7 ) can also be determined by the exciton chirality method without further reduction. [Pg.27]

FIGURE 14. (a) Representation of charge excess, Q, and defect, 0> on the four carbon atoms for the two orbitals n. (left) and tr (right) for 1,3-butadiene, (b) Electric transition moments arising from the 7T - n transition... [Pg.145]

Figure 1-17. Exciton chirality of acyclic allylic benzoates and the sign of the predicted benzoate Cotton effects. The thick line denotes the electric transition moment of the benzoate group. Reprinted with permission by Am. Chem. Soc., Ref. 61. [Pg.36]

A chemical interconversion requiring an intermediate stationary Hamiltonian means that the direct passage from states of a Hamiltonian Hc(i) to quantum states related to Hc(j) has zero probability. The intermediate stationary Hamiltonian Hc(ij) has no ground electronic state. All its quantum states have a finite lifetime in presence of an electromagnetic field. These levels can be accessed from particular molecular species referred to as active precursor and successor complexes (APC and ASC). All these states are accessible since they all belong to the spectra of the total Hamiltonian, so that as soon as those quantum states in the active precursor (successor) complex that have a non zero electric transition moment matrix element with a quantum state of Hc(ij) these latter states will necessarily be populated. The rate at which they are populated is another problem (see below). [Pg.320]

In the four-orbital model (1 ), low-lying ir-ir states of free-base porphyrins (symmetry D2h) are considered as resulting from single electron excitation from a pair of nondegenerate highest occupied molecular orbitals (bi, bo) to a pair of nondegenerate lowest unoccupied molecular orbitals (ci, cg). In the case of symmetry D2h mutually perpendicular electric transition dipoles X and Y are not equivalent and, therefore, in the visible absorption spectra of free-base porphyrins two different electronic bands Qx(0>0) and Qy(0,0) are observed (Table 1 and Fig. 10). [Pg.89]

A determined search for superconductivity in metallic oxides was initiated in mid-summer of 1983 at the IBM, Zurich Research Laboratories in Riischliken, Switzerland. This research effort was an extension of previous work (145) on oxides, namely, Sr1.xCaxTiOs, which exhibited some unusual structural and ferro-electric transitions (see Section 2.2a). During the summer of 1983, the superconductivity research was focussed on copper-oxide compounds. Muller had projected the need for mixed Cu2+/Cu3+ valence states, Jahn-Teller interactions (associated with Cu2+ ions), and the presence of room temperature metallic conductivity to generate good superconductor candidates. These researchers then became aware of the publication by Michel, Er-Rakho, and Raveau (146) entitled ... [Pg.73]

The Cotton effects may be classified into three types168 those arising from chirally perturbed local achiral chromophores (ketones, /i.y-unsaturated ketones, double bonds, benzoates, aromatic compounds) those arising from inherently achiral chromophores, such as conjugated dienes or a,/3-unsaturated ketones those arising from interaction of the various electric transition moments when two or more chromophores which are chirally disposed are positioned nearby in space, intra- or intermolecularly (exciton chirality method)169. [Pg.429]

For non-coplanar electric transition dipole moments pi0a and pj0a of the two chromophores at Rjj interchromophoric distance the exciton chirality is nonzero and defined by ... [Pg.514]

The signs of the exciton-split Cotton effect reflect the absolute configuration of the molecule if the direction of the transition moment in the chromophore is established. For example, chiral 9,9 -spirobifluorene derivative 1 has R configuration as indicated by a strong positive CD couplet (A = +1111.7) due to the LBb band of the anthracene chromophores, the electric transition moment of which is polarized along the long axis of the chromophore (Figure 14)100... [Pg.514]

Fig. 1. The negative chirality between the two benzoate electric transition dipoles of the 1,2-dibenzoate derivative 6. Fig. 1. The negative chirality between the two benzoate electric transition dipoles of the 1,2-dibenzoate derivative 6.
The CD spectrum of the 1,2-dibenzoate 6 in 9 1 MeOH/dioxane showed a pair of typical exciton-split Cotton effects with opposite signs centred upon the UV absorption (227 nm) of the benzoate chromophore AE235 5 -15.9 and A 221 5 +6.66. The negative longer wavelength Cotton effect clearly defines the negative chirality between the two electric transition dipoles of the benzoate chromophores... [Pg.420]

The formulas for the transition rates are summarized in Table 9.2 for the lowest five multipoles of each character. The transition rates always increase with a high power of the y-ray energy so that low-energy transitions, say below 100 keV, are much slower than high-energy transitions, say above 1 MeV. Table 9.2 also shows that in some cases, particularly in heavy nuclei, an / + 1 electric transition can compete favorably with an l magnetic transition. [Pg.229]

Figure 9.6 Calculated internal conversion coefficients for (a) electric transitions and (b) magnetic transitions. (From M. A. Preston, 1962, p. 307.) Copyright 1962 by Addison-Wesley Publishing Company. Reprinted by permission of Pearson Education. Figure 9.6 Calculated internal conversion coefficients for (a) electric transitions and (b) magnetic transitions. (From M. A. Preston, 1962, p. 307.) Copyright 1962 by Addison-Wesley Publishing Company. Reprinted by permission of Pearson Education.
The transformation of the relativistic expression for the operator of magnetic multipole radiation (4.8) may be done similarly to the case of electric transitions. As has already been mentioned, in this case the corresponding potential of electromagnetic field does not depend on the gauge condition, therefore, there is only the following expression for the non-relativistic operator of Mk-transitions (in a.u.) ... [Pg.31]

Movement of an electron from the ground electronic state of a molecule to an excited state creates a momentary dipole, called an electric transition dipole. Thus, associated with each electric transition is a polarization (electric transition dipole moment) that has both direction and intensity which vary according to the nature of the chromophore and the particular excitation. When two or more chromophores lie sufficiently close together, their electric transition dipoles may interact through dipole-dipole (or exciton) coupling. Exciton coupling arises from the interaction of two (or more) chromophores through... [Pg.240]

In most of these studies, hydroxyl has been the typical resident functional group, which is derivatized with appropriate acids containing chromophores suitable for exciton coupling. The ideal chromophore would have a very intense UV-visible transition, located in a convenient spectral window, and with the orientation of its electric transition moment being well-defined relative to alcohol R—OH bond. One of the most successful has been p-dimethylaminobenzoate, which has an intense (s ca 30, 000) transition in an... [Pg.241]

Viterna LA. Hybrid electric transit bus, Proceedings of the SAE International Truck and Bus Meeting and Exposition, Cleveland, OH, 1997 paper 973202. [Pg.467]

Figure 27). The associated electric transition dipole strengths are 2.7 xlO36 and 88 xlO36 (cgs units), respectively.[1] In composite systems, where two anthracenes are fused to bicyclo[2.2.2]octane (Figure 27), the intense long axis-polarized transition dipoles are... [Pg.161]

Figure 30. Reorientation of the p-dimethylaminobenzoate long wavdength electric transition dipole ( --- ) following rotations about the (a) C—C=0, (c) O—C=0 and (b) R—O... Figure 30. Reorientation of the p-dimethylaminobenzoate long wavdength electric transition dipole ( --- ) following rotations about the (a) C—C=0, (c) O—C=0 and (b) R—O...
Figure 38. (a) Absolute configuration of (55,125)-(+)-dimethyl-5,12-dihydro-5,12[l, 2 ]-benzonaphthacene-l,15-dicarboxylate (b), (c) and (d) orientations of pairs of electric transition dipole moments from the chromophores 1 and 3 from the methylbenzoate chromophores 2 from the naphthalene. The helicities are shown to the right. The 1,3 couplet is predicted to be zero since the dipoles are parallel. The 1,2 and 2,3 couplets have (+) chirality. The net chirality is predicted to be (+). (e) CD Cotton effects for the intense 233 nm transition of the benzotriptycene showing a (+) exciton chirality. [Pg.172]


See other pages where Transition electric is mentioned: [Pg.132]    [Pg.332]    [Pg.35]    [Pg.84]    [Pg.264]    [Pg.145]    [Pg.39]    [Pg.68]    [Pg.71]    [Pg.228]    [Pg.158]    [Pg.131]    [Pg.140]    [Pg.242]    [Pg.75]    [Pg.248]    [Pg.570]    [Pg.159]    [Pg.161]    [Pg.163]    [Pg.164]    [Pg.166]    [Pg.169]    [Pg.172]    [Pg.196]    [Pg.149]    [Pg.55]   
See also in sourсe #XX -- [ Pg.67 , Pg.71 ]

See also in sourсe #XX -- [ Pg.81 ]

See also in sourсe #XX -- [ Pg.67 , Pg.71 ]




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Calculating Electric Transition Dipoles with the Gradient Operator

Dipole transition moment, electric magnetic

Einstein transition probabilities for electric dipole transitions

Electric Raman transition

Electric and Magnetic Multipole Transitions

Electric and magnetic dipole transition moments

Electric dipolar transitions

Electric dipole Forced transitions

Electric dipole allowed transition

Electric dipole moments, permanent transition

Electric dipole radiation transition probability

Electric dipole transition moment

Electric dipole transition moment, determination

Electric dipole transitions time-dependent perturbation theory

Electric field gradient expressions for transition metal elements

Electric fields transition, polymer solution

Electric multipole transitions

Electric quadrupole radiation transition probability

Electric quadrupole transition

Electric quadrupole transition moment

Electric quadrupole transition operator

Electric transition moment

Electric-dipole transition strength

Electrically induced transitions

Ferro-electric phase transitions

Induced electric dipole transition

Nitrogen electric dipole transition

Selection rule, electric dipole hypersensitive transition

Selection rules for electric dipole transitions

Spin-forbidden electric dipole transition

Strong absorption bands Large electric transition dipole moments

Strongly allowed transitions electric

Theory electric dipole transition moment

Transition electric dipole

Transition electrical interaction

Transition metals electrical conductivity, spinels

Transition probabilities electric dipole

Transition static electric dipole

Transition, induced by electric field

Transitions electric dipole possibilities

Transitions, electric-dipole forbidden/magnetic

Vibronic transitions electric-dipole intensity

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