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Orbitals octahedral

The set of six equivalent octahedral orbitals formed from two d orbitals, the s orbital, and the three p orbitals is... [Pg.150]

Fig. 11.47 Alteration of octahedral orbital energies (center) under tetragonal distortion (a) z ligands oui (b) ligands bi. Drawing is not lo scale fi > >... Fig. 11.47 Alteration of octahedral orbital energies (center) under tetragonal distortion (a) z ligands oui (b) ligands bi. Drawing is not lo scale fi > >...
Silicon, germanium, tin and lead can make use of unfilled d orbitals to expand their covalency beyond four and each of these elements is able (but only with a few ligands) to increase its covalency to six. Hence silicon in oxidation state -f-4 forms the octahedral hexafluorosilicate complex ion [SiFg] (but not [SiCl] ). Tin and lead in oxidation state -1-4 form the hexahydroxo complex ions, hexahydroxostannate(IV). [Sn(OH) ] and hexahydroxoplum-bate(IV) respectively when excess alkali is added to an aqueous solution containing hydrated tin(IV) and lead(IV) ions. [Pg.163]

The ions and have 7 and 6 d electrons respectively. Where there are orbitals of the same (or nearly the same) energy, the electrons remain unpaired as far as possible by distributing themselves over all the orbitals. In the case of [CofNHj) ] -, the energy split in the d orbitals due to octahedral attachment of the six... [Pg.366]

Figure 7.38 Splitting of d orbitals in a regular octahedral field... Figure 7.38 Splitting of d orbitals in a regular octahedral field...
The chemistry of Cr(III) in aqueous solution is coordination chemistry (see Coordination compounds). It is dominated by the formation of kineticaHy inert, octahedral complexes. The bonding can be described by Ss]] hybridization, and HteraHy thousands of complexes have been prepared. The kinetic inertness results from the electronic configuration of the Cr ion (41). This type of orbital charge distribution makes ligand displacement and... [Pg.135]

Fig. 2. Simplified molecular orbital diagram for a low spia octahedral complex, such as [Co(NH3 )g, where A = energy difference a, e, and t may be antisymmetric (subscript ungerade) or centrosymmetric (subscript, gerade) symmetry orbitals. See text. Fig. 2. Simplified molecular orbital diagram for a low spia octahedral complex, such as [Co(NH3 )g, where A = energy difference a, e, and t may be antisymmetric (subscript ungerade) or centrosymmetric (subscript, gerade) symmetry orbitals. See text.

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See also in sourсe #XX -- [ Pg.383 ]




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Antibonding molecular orbitals octahedral complexes

Bonding orbitals octahedral complexes

Crystal field theory d-orbital splitting in octahedral and tetrahedral complexes

D Orbitals in octahedral complexes

D orbitals in an octahedral crystal field

Hybrid orbitals octahedral

Ligands splitting d orbitals in an octahedral field

Molecular orbital diagram, octahedral

Molecular orbital diagram, octahedral transition metal

Molecular orbital diagram, octahedral transition metal complex

Molecular orbital octahedral case

Molecular orbital octahedral complex

Molecular orbital theory for octahedral

Molecular orbital theory for octahedral complexes

Molecular orbitals for octahedral

Molecular orbitals for octahedral complexes

Molecular orbitals in octahedral complexes

Molecular orbitals octahedral

Nonbonding orbitals octahedral complexes

Octahedral arrangement hybrid orbitals

Octahedral bond orbitals

Octahedral complex molecular orbital diagram

Octahedral complexes molecular orbital model

Octahedral complexes molecular orbital theory

Octahedral complexes orbitals

Octahedral complexes, molecular orbitals

Octahedral coordination orbitals

Octahedral crystal field splitting of d orbitals

Octahedral molecules orbital interactions

Octahedral shape hybrid orbitals

Octahedral symmetry, effect orbital configuration

Orbital octahedral

Orbital octahedral complexes

Orbitals of Octahedrally Based Molecules

Orbitals tetragonally distorted octahedral

Splitting d orbitals in an octahedral

Splitting d orbitals in an octahedral field of ligands

Splitting of d Orbital Energies in Octahedral Fields

Splitting of d Orbitals in Octahedral Symmetry

Splitting of d orbitals in the octahedral crystal field

The d Orbitals in an Octahedral Field

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