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Complexes naming

However, there is an important difference between these two systems in the ligand-metal ion ratio in complexation. Namely, micellar reactions require a more generalized reaction Scheme 3, where the molarity of ligand n is either 1 or 2 depending upon the structure of the ligands. This scheme gives rates Eq. 2-4 for n = 1 and Eq. 3, 5, 6 for n = 2. The results of the kinetic analysis are shown in Table 3. [Pg.156]

Sometimes, spin-allowed bands are much weaker than otherwise expected. There can be many reasons for this, most of which require more detailed analysis than we are able to present here. One particular case, however, can be discussed. It is well illustrated by the spectra of octahedral cobalt(ii) species, an example being shown in Fig. 4-5. Three spin-allowed transitions are expected for these d complexes, namely Txg F)- T2g, - see Chapter 3. The bands in Fig. 4-5 are... [Pg.71]

Further examples of emissive cyclometallated gold(III) complexes are [Au(L)Cl] (L = tridentate carbanion of 4 -(4-methoxyphenyl)-6 -phenyl-2,2 -bipyridine) [53], as well as mono- and binuclear bis-cyclometallated gold(III) complexes, namely [Au (C N C )L ]" (C N C = tridentate dicarbanion of 2,6-diphenylpyridine L = depro-tonated 2-mercaptopyridine (2-pyS ), n = 0 L = PPh3 or 1-methylimidazole, n = 1) and [Au2(C N C )2(P P)](C104)2 (P P = dppm, dppe) respectively [54]. The crystal structures of the binuclear derivatives show intramolecular interplanar separations of 3.4 A between the [Au(C N C)] moieties, implying the presence of weak n-n interactions. The mononuclear complexes show absorption with vibronic structure at 380-405 nm (e > 10 cm ), attributed to metal-perturbed intraligand transition. [Pg.271]

Another unprecedented domino cycloaddition process of a chromium complex, namely a [2+2+l]/[2+l] cycloaddition, was observed by Barluenga and coworkers [316]. These authors treated norbornene 6/4-137 with the Fischer alkynyl Cr car-bene 6/4-138 and obtained, as the main product, not the expected cyclopropane derivative 6/4-139, but compound 6/4-140 (Scheme 6/4.35). [Pg.479]

The reaction of the tetranuclear mercuracarborand 166 with 2 or 3 equiv. of KNO3/I8-C-6 in acetone affords two different nitrate complexes namely [166-(N03)2(H20)]2 and [166-(N03)2]2 (Figures 15 and 16). In both cases, the nitrate anions are ligated to the mercury centers by Hg-O interactions ranging from 2.60 to 3.08 A. In [166-(N03)2]2, the two anions coordinate with all four mercury atoms in a face-on trihapto fashion from either side of the plane.216... [Pg.454]

Much of the discussion of this subsection has been based on the behavior of hydrogenated diodes annealed under reverse bias. Annealing under forward bias has also been studied, though less extensively, and some of the observations have suggested the possibility of a new type of thermal breakup of BH complexes, namely BH + e— B + H° (Tavendale et al., 1985, 1986a). These authors reported breakup of BH in a few hours at 300 K under forward bias, both in Schottky diodes and in n+-p junctions. However, in a similar experiment with an n+-p junction, Johnson (1986) found a slight buildup of BH under forward-bias anneal. Available details of the various experiments are too sketchy to allow useful speculation on the reasons for the different outcomes or possible mechanisms for accelerated breakup. [Pg.322]

If Q-symmetric ligands are employed in asymmetric hydrogenation instead of the corresponding C2-symmetric ligands, there coexist principally four stereoiso-meric substrate complexes, namely two pairs of each diastereomeric substrate complex. Furthermore, it has been shown that, for particular catalytic systems, intramolecular exchange processes between the diastereomeric substrate complexes should in principle be taken into account [57]. Finally, the possibility of non-estab-hshed pre-equilibria must be considered [58]. The consideration of four intermediates, with possible intramolecular equilibria and disturbed pre-equihbria, results in the reaction sequence shown in Scheme 10.3. This is an example of the asymmetric hydrogenation of dimethyl itaconate with a Rh-complex, which contains a Q-symmetrical aminophosphine phosphinite as the chiral ligand. [Pg.277]

Another palladium complex, namely, a six-membered cyclopalladate complex of 2-benzoyl pyridine, has also been used for the hydrogenation of polymers [77, 78]. Possible catalytic mechanisms for the hydrogenation of natural rubber [76] and NBR [77] catalyzed by these two complexes were proposed, but unfortunately the authors did not provide sufficient evidence to support their proposed mechanisms. [Pg.573]

It has been well recognized that the hydrolysis of alkoxysilanes and chlorosilanes is effectively catalyzed when fluoride anions are present due to formation of hypercoordinated silicon intermediates.803 More in-depth studies by Bassindale et al. showed that the reaction of PhSi(OEt)3 with stoichiometric amounts of Bu4NF surprisingly yields an encapsulation complex, namely tetrabutylammonium octaphenyloctasilsesquioxane fluoride 830, in which the fluorine atom is situated inside the cubic siloxane cage (Scheme 114). The Si--F distance of average 2.65 A is shorter than the sum of van der Waals radii (3.57 A), which renders the coordination number of the silicon atoms at [4+1]. [Pg.485]

The equilibrium constants KNa+ and Kci- introduced here characterize the extent of counterion complexation that occurs. Two other constants characterize the potential generation that results from this complexation, namely the capacitances CNa+ and ( Cl-- These are the capacitances between the planes of counterion complexation and the surface plane where ao is located. The potentials rpNa+ and rpcl are the electrostatic potential at the location in the double layer where the ions adsorb and form a surface complex. [Pg.86]

A mechanism for the catalytic process is shown in Scheme 15, which comprises three sets of iridium complexes, namely Ir(I) species, Ir(III)-methyls... [Pg.207]

It is commonly accepted that the C-O distance of the quinoidal ligand is an important parameter suggestive of the charge of the ligand in metal-dioxolene complexes, namely ... [Pg.349]

There is another substitution reaction, not involving transition-metal complexes, namely, reaction of trifluoromethyl bromide with sulphur dioxide anion radicals (165) (Andrieux et al., 1990a) (this is an interesting route... [Pg.116]

The total electro-osmotic coefficient = Whydr + mo includes a contribution of hydrodynamic coupling (Whydr) and a molecular contribution related to the diffusion of mobile protonated complexes—namely, H3O. The relative importance, n ydr and depends on the prevailing mode of proton transport in pores. If structural diffusion of protons prevails (see Section 6.7.1), is expected to be small and Whydr- If/ ori the other hand, proton mobility is mainly due to the diffusion of protonated water clusters via the so-called "vehicle mechanism," a significant molecular contribution to n can be expected. The value of is thus closely tied to the relative contributions to proton mobility of structural diffusion and vehicle mechanism. ... [Pg.396]

Scheme 6.27 considers other, formally confined, conformers of cycloocta-l,3,5,7-tetraene (COT) in complexes with metals. In the following text, M(l,5-COT) and M(l,3-COT) stand for the tube and chair structures, respectively. M(l,5-COT) is favored in neutral (18-electron) complexes with nickel, palladium, cobalt, or rhodium. One-electron reduction transforms these complexes into 19-electron forms, which we can identify as anion-radicals of metallocomplexes. Notably, the anion-radicals of the nickel and palladium complexes retain their M(l,5-COT) geometry in both the 18- and 19-electron forms. When the metal is cobalt or rhodium, transition in the 19-electron form causes quick conversion of M(l,5-COT) into M(l,3-COT) form (Shaw et al. 2004, reference therein). This difference should be connected with the manner of spin-charge distribution. The nickel and palladium complexes are essentially metal-based anion-radicals. In contrast, the SOMO is highly delocalized in the anion-radicals of cobalt and rhodium complexes, with at least half of the orbital residing in the COT ring. For this reason, cyclooctateraene flattens for a while and then acquires the conformation that is more favorable for the spatial structure of the whole complex, namely, M(l,3-COT) (see Schemes 6.1 and 6.27). [Pg.338]

Two ESI-MS approaches can be taken, namely, direct and indirect analysis of the complexes. Direct methods utilize exclusively ESI-MS to analyze the nature of the non-covalent complexes formed under native conditions in the condensed phase while analyzing the products in the gas phase. Indirect methods utilize biochemical and chromatographic methods for preparing and separating the complexes and ESI-MS as the ancillary detector for the individual products of the non-covalent complex, namely, the small molecules and the protein. [Pg.66]

This review will focus on the NMR properties of Zintl ion complexes, namely the solution properties of the ions where E = Si, Ge, Sn, Pb, and the products derived from those clusters. Closely related clusters prepared by other means, such as the recent, elegant organo polystannane work of Schnepf, Power, Huttner, and Fischer, are briefly mentioned but are not the focus of this review. Related overviews of dynamic organometallic complexes [1,2] and the stmcture and bonding of Zintl ions [3-5] can be found in previous reviews and in other chapters of this book. [Pg.61]

While the ultimate product of the reaction is the product of an O2 insertion into the Cr - C bond (Sect. 3.1), the first identifiable sfep is the binding of O2 to chromium. At - 45 °C, a color change of the solution from the brilliant blue of Tp Cr-Ph to a dark red indicated the formation of a new compound, which is stable at this low temperature. Monitoring the reaction by in-situ IR spectroscopy revealed the appearance of a new band at 1027 cm which shifted to 969 cm when 02 was used. These vibrational data are consistent with the formation of a chromium(lll) superoxide complex, namely Tp u.MeQy(Q2)pj (Scheme 3, top). [Pg.120]


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