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Crystal field splitting magnitude

Another influence on the magnitude of the crystal field splitting is the position of the metal in the periodic table. Crystal field splitting energy increases substantially as valence orbitals change from 3 d to 4d to 5 d. Again, orbital shapes explain this trend. Orbital size increases as n increases, and this means that the d orbital set becomes... [Pg.1456]

Table 10.1 Magnitudes of electron-electron interaction, spin-orbit coupling and crystal field splitting interactions. Table 10.1 Magnitudes of electron-electron interaction, spin-orbit coupling and crystal field splitting interactions.
Figure S6.2 Crystal field splitting of the energy of five d orbitals when the ion is placed in a site with octahedral symmetry. The magnitude of the splitting, A or 10Dg, depends upon the size of the octahedral site and the charges on the surrounding ions. Figure S6.2 Crystal field splitting of the energy of five d orbitals when the ion is placed in a site with octahedral symmetry. The magnitude of the splitting, A or 10Dg, depends upon the size of the octahedral site and the charges on the surrounding ions.
According to electrostatic theory, the magnitude of crystal field splitting is given by... [Pg.67]

We now briefly examine the factors that influence the magnitude of the crystal field splitting A0 (or 10Dq). In general, A0 increases for similar transition metals as we go down the Periodic Table, i.e., first row < second row < third row. [Pg.263]

Evaluation of A Energy separations between resolved 3d orbital energy levels correspond to visible and near-infrared radiation. Measurements of absorption spectra of transition metal compounds and minerals are used to obtain A and to evaluate the CFSE of the ions. Crystal field splittings may also be estimated from plots of thermodynamic data for the first-series transition metal compounds. The magnitude of A depends on ... [Pg.42]

Factors Affecting the Magnitude of the Crystal Field Splitting... [Pg.109]

The magnitude of the crystal field splitting experienced by a metal ion depends upon several factors (Box 6.3). Most obviously, the coordination geometry has an important effect, and we have seen that... [Pg.109]

Although the CFT model is successful in explaining many of the properties of transition metal complexes, it fails to account for some important observations. In particular, spectroscopic measurements have been used to define a relative order for ligands in terms of the magnitude of the crystal field splitting they induce. This order is known as the spec-trochemical series ... [Pg.112]

Electronic spectral absorptions associated with electronic transitions between d orbitals provide information about the magnitude of crystal field splitting. Anomalies in the results obtained indicate the need for a more covalent bonding model to describe some complexes. [Pg.150]

Crystal field splitting is also observed for square-planar and tetrahedral geometries, but the energy level structure and the magnitudes of the splittings are different. [Pg.357]

In the result of the hypothetical model (1) with Oh symmetry, the impurity MO levels split into the levels with tig and eg symmetry. The magnitude of this splitting is generally called a crystal field splitting, and is given a symbol Ae//. The calculated value of Ae/f is 1.88eV. In the results of models (2) and (3) with... [Pg.91]

Aqua ions are prototypes illustrating the solution properties of complexes in a particular oxidation state. The properties displayed generally reflect size, charge, and effects such as crystal field splitting, as well as the tendency to form polynuclear oxo/hydroxo-bridged species, and metal-metal bonded species. Residence times of water ligands on aqua ions across the periodic table cover a remarkable 20 orders of magnitude from the most labile (<1 ns) to the most inert (>300 years), which is an important feature to understand. [Pg.516]


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See also in sourсe #XX -- [ Pg.34 , Pg.37 ]




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