Balanced chemical reaction does not necessarily reveal either the individual elementary reactions by which a reaction occurs or its rate law.Recommanded Product: 21436-03-3. In my other articles, you can also check out more blogs about 21436-03-3
21436-03-3, Name is (1S,2S)-Cyclohexane-1,2-diamine, molecular formula is C6H14N2, belongs to chiral-catalyst compound, is a common compound. In a patnet, once mentioned the new application about 21436-03-3, Recommanded Product: 21436-03-3
Kinetics and mechanism of water substitution at half-sandwich iridium (III) aqua cations Cp*Ir(A-B)(H2O)2+/+ in aqueous solution (Cp* = eta5-pentamethylcyclopentadienyl anion; A-B = Bidentate N,N or N,O ligand)
The perchlorate complexes of a series of half-sandwich monoaqua cations Cp*Ir(A-B)(H2O)2+/+ with A-B = prol (D/L-proline anion), picac (picoIinic acid anion), R,R-dach [(-)-(1R,2R)-1,2-diaminocyclohexane], R,R-dpen [(+)-(1R,2R)-1,2-diphenylethylenediamine], phen (o-phenanthroIine), and bpy (2,2?-bipyridine) (Cp* = eta5-pentamethylcyclopentadienyl anion) have been prepared and characterized. An X-ray structure analysis of Cp*Ir(R,R-dach)(H2O)(ClO4)2¡¤H 2O has revealed that the cation Cp*Ir(R,R-dach)(H2O)2+ has a distorted pseudo-octahedral coordination geometry. In the case of A-B = prol, crystallization from water led to the trinuclear complex [Cp*Ir(D-prol)]3(ClO4)3, which has also been characterized by X-ray structure analysis. The experimental data suggest that in aqueous solution the trinuclear proline complex dissociates to form the cation Cp*Ir(D-prol)(H2O)+. The proton dissociation constants of the coordinated water in Cp* Ir(A-B)(H2O)2+/+ have been determined as pKa = 7.5 (A-B = bpy) and pKa = 7.1 (A-B = R,R-dach and picac). Substitution of the water in Cp*Ir(A-B)(H2O)2+/+ by the monodentate ligands L = py (pyridine), DMS (dimethyl sulfide), TU (thiourea), and monodentate anions according to the Equation Cp*Ir(A-B)(H2O)2+/+ + L ? Cp*Ir(A-B)L2+/+ + H2O has been studied by multi-wavelength stopped-flow spectrophotometry in aqueous solution at I = 0.2 M. This kinetic investigation, carried out at different concentrations, temperatures, and pressures, showed that the process obeys second-order kinetics, where rate = kL[Cp*Ir(A-B)H2O2+/+][L]. The magnitude of the second-order rate constant kL depends on the nature of both A-B and L. The data for kL have been found to range from 6.4 ¡Á 104 M-1S-1 (A-B = D-prol; L = TU) to 10.5 M-1S-1 (A-B = bpy; L = py) at 298 K. The activation parameters for water substitution at Cp*Ir(A-B)(H2O)2+/+ (A-B = bpy, R,R-dach, and picac) by L = TU have been evaluated. The activation volumes of DeltaV? = +2.3, +7.4, and +7.3 cm3 mol-1, respectively, are supportive of an Id mechanism. The results regarding the kinetic lability of the coordinated water in the monoaqua cations Cp*Ir(A-B)(H2O)2+/+ are compared to those obtained for the triaqua cation Cp*Ir(H2O)32+.
Balanced chemical reaction does not necessarily reveal either the individual elementary reactions by which a reaction occurs or its rate law.Recommanded Product: 21436-03-3. In my other articles, you can also check out more blogs about 21436-03-3
Reference£º
Chiral Catalysts,
Chiral catalysts – SlideShare