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Dispersion interaction transition metal complex

DFT calculations offer a good compromise between speed and accuracy. They are well suited for problem molecules such as transition metal complexes. This feature has revolutionized computational inorganic chemistry. DFT often underestimates activation energies and many functionals reproduce hydrogen bonds poorly. Weak van der Waals interactions (dispersion) are not reproduced by DFT a weakness that is shared with current semi-empirical MO techniques. [Pg.390]

Figure 5a shows CD spectra of tartaric acid, which has an absorption in the short wavelength region and thus is prone to suffer from dispersion effects as compared with transition metal complexes. Two solution spectra in solvents of different polarity, water and dioxane, are similar to each other, but the CD of a nujol mull is quite different from that in solution. A KBr disc prepared to avoid dispersion effects gave a solid-state tartaric acid spectrum similar to that in solution (Fig. 5b). Thus the difference between the nujol mull CD and solution CD is not due to the different molecular conformation or intermolecular interaction in the two phases. Most likely, it is due to the dispersion effect in the case of the nujol mull form. Many nujol mull CD spectra of organic compounds have been reported recently, but most of them appear to suffer from substantial dispersion effects. It is to be noted that the dispersion terms for molecules of... Figure 5a shows CD spectra of tartaric acid, which has an absorption in the short wavelength region and thus is prone to suffer from dispersion effects as compared with transition metal complexes. Two solution spectra in solvents of different polarity, water and dioxane, are similar to each other, but the CD of a nujol mull is quite different from that in solution. A KBr disc prepared to avoid dispersion effects gave a solid-state tartaric acid spectrum similar to that in solution (Fig. 5b). Thus the difference between the nujol mull CD and solution CD is not due to the different molecular conformation or intermolecular interaction in the two phases. Most likely, it is due to the dispersion effect in the case of the nujol mull form. Many nujol mull CD spectra of organic compounds have been reported recently, but most of them appear to suffer from substantial dispersion effects. It is to be noted that the dispersion terms for molecules of...
A second and somewhat simpler approach that can be applied to obtain supported ionic liquid catalyst systems involves the treatment of a solid, porous carrier material by a substantial amount of a catalytically active ionic liquid, allowing the reaction to take place in the dispersed phase. In these systems the ionic liquid phase can itself act as the catalytically active component or it may contain other dissolved compounds or reagents, for example, transition metal complexes, which function as the catalytically active species (i.e. generating SILP catalysts). Importantly, the ionic liquid catalyst phase in these SILP catalyst systems are confined to the carrier surface only by weak van der Waals interactions and capillary forces interacting in the pores of the support. In special cases electrostatic attachment of the ionic liquid phase may also be applied. Usually, the catalysts are prepared by traditional impregnation techniques, where a volatile solvent is used initially to reduce viscosity for the impregnation process and is finally removed by evaporation leaving the ionic catalyst solution dispersed on the support. [Pg.540]

A viable process for manufacturing polyolefin-clay nanocomposifes by in situ polymerization requires adequate catalytic activity, desirable polymer microstructure, and physical properties including processibility, a high level of clay exfoliation fhaf remains stable under processing conditions and, preferably, inexpensive catalysf components. The work described in the previous two sections focused on achieving in situ polymerization with clay-supported transition metal complexes, and there was less emphasis on optimization of polymer properties and/or clay dispersion. Since 2000, many more comprehensive studies have been undertaken that attempt to characterize and optimize the entire system, from the supported catalyst to the nanocomposite material. The remainder of this chapter covers work published in the past decade on clay-polyolefin nanocomposites of ethylene and propylene homopolymers, as well as their copolymers, made by in situ polymerization. The emphasis is on the catalyst compositions and catalyst-clay interactions that determine the success of one-step methods to synthesize polyolefins with enhanced physical properties. [Pg.139]

Grimme S (2012) On the accuracy of DFT methods in reproducing ligand substitution energies for transition metal complexes in solution the role of dispersive interactions. Chem Phys Chem 13 1407-1409... [Pg.166]

Complexation studies to date include preliminary examination of interaction with cupric chloride CuCl2. It is clear from clean-up results, however, that even the alkalai metal cation potassium is strongly bound by some of the copol3nners e.g., 5A-5C. Solublization of cupric chloride in carbon tetrachloride was followed visually by strong green-to-blue coloration with polymers lA, 2B, 5A-5C. Evaporation of the solvent gave colored solid complexes with the copper evenly dispersed throughout. Attempts at NMR studies of the complexes were unsuccessful. Current work involves further characterization of the solution behavior and solid complexes with copper salts and with other transition metal complexes. [Pg.368]

Although the theorem of DFT is in terms of the total electron density, in practical calculations the density is described in terms of orbitals, which are solved self-consistently as in HF theory. The wild popularity of DFT is due to its low computational expense (comparable to HF) and generally good accuracy, even for difficult systems such as radicals that contain transition metal atoms. For high precision, however, DFT is inappropriate, since convergent series are unavailable. Current functionals do not include the dispersion interaction, which is necessary for describing weakly bound molecular complexes [94]. Thus, DFT methods should be avoided wherever van der Waals interactions are important. [Pg.22]


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Complexes interaction

Dispersed metals

Dispersion interaction

Dispersive interactions

Dispersive interactions interaction

Metal dispersion

Transition interaction

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