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Transitions property effects

The novel element in these models is the introduction of a third phase in the Hashin-Rosen model, which lies between the two main phases (inclusions and matrix) and contributes to the progressive unfolding of the properties of the inclusions to those of the matrix, without discontinuities. Then, these models incoporate all transition properties of a thin boundary-layer of the matrix near the inclusions. Thus, this pseudo-phase characterizes the effectiveness of the bonding between phases and defines a adhesion factor of the composite. [Pg.175]

Different electronic states have in many cases veiy differently shaped orbitals and the error introduced by using a common set cannot always be fully recovered by the MR-CI treatment. A well optimized wave function is especially important for the calculation of transition properties like the transition moments and the oscillator strength. A state specific calculation of the orbitals is more important for obtaining accurate values of the transition moments than extensive inclusion of correlation. Since excited states commonly exhibit large near-degeneracy effects in the wave function an MCSCF treatment then becomes necessary. [Pg.238]

The difficulty in dealing with solvent influences on reaction rates is that the free energy of activation, AG, depends not only on the free energy of the transition state but also on the free energy of the initial state. It is therefore of considerable interest to dissect solvent influences on AG into initial-state and transition-state contributions. As far as electrophilic substitution at saturated carbon is concerned, the only cases for which such a dissection has been carried out are (a) for the substitution of tetraalkyltins by mercuric chloride in the methanol-water solvent system (see page 79), and (b) for the iododemetallation of tetraalkylleads in a number of solvents (see p. 173). Data on the latter reaction (6) are more useful from the point of view of the correlation of transition-state effects with solvent properties, and in Table 13 are listed values of AG (Tr), the free energy of transfer (on the mole fraction scale) of the tetraalkyllead/iodine transition states from methanol to other solvents. [Pg.252]

In particular, V° describes a solute-solute Coulomb and exchange-correlation interaction corrected by an overlap contribution. The effects of the solvent on V° are implicitly included in the values of the transition properties of the two chromophores before the interaction between the two is switched on. These properties can in fact be significantly modified by the reaction field produced by the polarized solvent. In addition, the solvent explicitly enters into the definition of the coupling through the term VIEF of Equation (3.150), which describes the chromophore-solvent-chromophore interaction. [Pg.489]

Table III. Effect of Hard Segment Content and Diol Structure on Transition Properties... Table III. Effect of Hard Segment Content and Diol Structure on Transition Properties...
Glass transitions of polyvinylpyrrolidones of different molecular weight may be used as identityJ Water depresses the glass transitions and effects the physical properties of polyvinylpyrrolidone, as demonstrated by Tan and ChallaJ ... [Pg.3743]

These properties are especially important in the design, data analysis, and interpretation of multispecies toxicity tests, field studies, and environmental risk assessment and will be discussed in the appropriate sections. This alternate approach rejects the smooth transition of effects and recognizes that ecosystems have fundamentally different properties and are expected to react unexpectedly to contaminants. [Pg.23]

When more than one state of a system is to be investigated, it is possible to perform separate MCSCF calculations, followed by MRCI calculations, on each state. This, however, can be a very expensive process, and if transition properties between states are desired, such as transition dipole moments for spectroscopic intensities, the nonorthogonality between the MCSCF orbitals for the different states creates complications. A simple alternative is to perform an MCSCF optimization of a single average energy for all states of interest. All states are thereby described using a common set of MOs. Although these MOs are obviously not optimum for any of the states, experience shows this has little effect on the final MRCI results. [Pg.108]

EP-g-MA (1.1% MA) (0-20) TEM / titration of residual amine groups / effects of extruder type, and PA mol. wt. and amine end-group concentration on morphology, mechanical properties and ductile-brittle transition temperature / effects of di- vs. mono-functional PA Oshinski et al., 1996 a, b, c, d... [Pg.360]

Quite different behaviour is observed if we now compare the ether and carbonate linked series. The nematic-isotropic transition temperatures for the carbonates decrease essentially without alternation as the spacer length is increased while the entropies show a much reduced odd-even effect when compared to the ether linked series [16, 53]. It should be noted, however, that the nematic-isotropic entropies for the carbonate series are still several times larger than those typically observed for conventional low molar mass mesogens. Similar weak odd-even effects in the transitional properties on varying the length of the spacer have also been reported for other dimer series... [Pg.162]

The present paper focuses on the application of the electron gas model to the calculation of mineral properties, particularly crystal structures, cohesive energies, electron densities, compressibilities, and pressure-induced phase transitions. The effects of partial covalent bonding, or equivalently the non-spherical distortions of the ions, on these properties are addressed. [Pg.64]


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See also in sourсe #XX -- [ Pg.28 ]




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Properties transitive

Transition effects

Transition properties

Transitivity properties

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