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Ligand field, octahedral

Methyl-coenzyme M reductase participates in the conversion of CO2 to CH4 and contains 6-coordinate nickel(II) in a highly hydrogenated and highly flexible porphyrin system. This flexibility is believed to allow sufficient distortion of the octahedral ligand field to produce low-spin Ni" (Fig. 27.7) which facilitates the formation of a Ni -CHs intermediate. [Pg.1167]

Figure 8-4. Splitting of the d orbitals in an octahedral ligand field. Figure 8-4. Splitting of the d orbitals in an octahedral ligand field.
Figure 8-6. Comparison of LFSE terms for high- and low-spin d" configurations in octahedral ligand fields. Figure 8-6. Comparison of LFSE terms for high- and low-spin d" configurations in octahedral ligand fields.
Table 18.3 Energies of Octahedral Ligand Field States in Terms of A0. ... Table 18.3 Energies of Octahedral Ligand Field States in Terms of A0. ...
Co(en)2(/3-AlaOi-Pr)](C104)3 in aqueous solution (49). We add some further information on these two studies here. Both esters are bound via terminal amino-iV as well as carbonyl-O. Such chelation stabilizes carbonyl-0 coordination and the O-donor is not displaced from the metal at any stage. The other amine ligands surrounding Co(III) provide the necessary octahedral ligand field (27), and we have found the... [Pg.353]

Equations 3—5 can be used to estimate the octahedral ligand-field splitting (Ao) from the slopes of... [Pg.286]

Term labels appropriate for d3 and d6 configurations in octahedral ligand fields will be used in this review to designate the ligand field or d-d excited states of cobalt(III) and chromium(III) complexes. This... [Pg.126]

Figure 3 Effect of an octahedral ligand field on the Figure 4 Effect of a tetrahedral ligand field on the... Figure 3 Effect of an octahedral ligand field on the Figure 4 Effect of a tetrahedral ligand field on the...
Figure 23 Splitting of a SZ> or term by an octahedral ligand field with a large tetragonal component, as from an e -based Jahn-Teller effect... Figure 23 Splitting of a SZ> or term by an octahedral ligand field with a large tetragonal component, as from an e -based Jahn-Teller effect...
In ferric iron the electron configuration outside the closed shells is (3d)5. (3d) stands for the five -orbitals d , dx2-y%, dxy, dXz, and dyz, where the z-axis would be perpendicular to, and the x- and y-axes in the heme plane (Fig. 3). Under the influence of an octahedral ligand field the (f-orbitals are split into two groups of symmetries eg and t%g. In low spin ferric compounds the energy separation between the es-orbitals, dz2 and and the three f2p orbitals is large compaired with spin-... [Pg.83]

We use the descriptors t2 and e for the two groups of orbitals. The subscript g is not used for systems which do not possess an inversion centre. The splitting of the orbitals is thus exactly the reverse of that observed in an octahedral ligand field. Each electron placed in... [Pg.4]


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See also in sourсe #XX -- [ Pg.73 , Pg.78 ]

See also in sourсe #XX -- [ Pg.73 , Pg.78 ]

See also in sourсe #XX -- [ Pg.415 , Pg.417 ]




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Intermediate octahedral ligand fields

Ligand field

Ligand field stabilization energies octahedral compared with tetrahedral

Ligand field theory octahedral fields

Ligands splitting d orbitals in an octahedral field

Octahedral field

Splitting d orbitals in an octahedral field of ligands

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