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Basic coordination polyhedron

The basic polyhedron adopted by these structures is the tricapped trigonal prism (D3h). The coordination polyhedron of oxygen atoms around the neodymium atom in Nd(C204>3 IO.5H2O is shown in Fig. 5.25. The stability of the tricapped trigonal prism is confirmed by the large variety of ligand combinations around 9-coordinate metal ions (Table 5.9) which are best described by this polyhedron. [Pg.408]

Finally, new polymorphic structures can arise from different ways of assembling closely related coordination polyhedra. Three possibilities are known that lead to polymorphism of this type, which are most commonly found in oxidic lattices. First, the coordination polyhedron of one lattice particle is the same, while that of the other is only slightly changed (e g., silicon dioxide). Second, the coordination polyhedron of one lattice particle is the same, and that of the other is considerably changed (e.g., titanium dioxide). Finally, the coordination polyhedra are both deformed to varying degrees, with the basic lattice type being the same but the type of distortion different (e.g., zirconium dioxide). [Pg.94]

Coulomb interactions mean that like signs should be as far apart as possible and opposite signs as close together as possible. Crystal structures are thus at their most stable when the cations have the maximum CN allowed by rx. In many well-known ceramics, the cation coordination polyhedron is the basic building block. [Pg.77]

The polyhedral (MO ) building blocks of virtually all polyoxoanions are linked in such a way as to result in each polyhedron having either one or two (mutually cis) unshared vertices. The metal atoms are displaced from the centers of their coordination polyhedra toward these unshared vertices. These displacements correspond to the formation of short metal oxygen terminal bonds resulting from oxygen Pjt donation into the metal s vacant d-orbitals. Such terminal oxygens, which are very weakly basic, form part of the external surfaces of the polyoxoanions and effectively prevent fruther polymerization. Very rarely (about three examples... [Pg.3967]

FIGURE 29.7 The edges of a basic triangular face of a truncated polyhedron (a) can be selected by integer numbers of the hexagonal coordinate base (b). [Pg.838]

The silicates represent the single most common family of minerals found In the earth s crust. They owe their pervasiveness to the fact the elements Si and O comprise more than 70% of the earth s crust by mass (46.6% O and 26.7% Si). As mentioned in the previous section, the basic building block of the silicates is the mesodesmic Si04 tetrahedron. Because Pauling s rules (specifically rules 3 and 4) predict that polyhedrons with low coordination numbers and high oxidation states tend to avoid one another in the crystalline lattice, the Si04 tetrahedrons will... [Pg.417]

The bonds that form the skeleton have a pronounced covalent character due to the polarization interactions, while the alkaline ions are connected by the weaker ionic bond, upon the vertices of the polyhedron of KOjq coordination. The formation of the tridimensional skeleton is found to a reduced number of combinations and only for compounds able to accomplish the tridimensional concatenation of the basic structural (C, Si) units. [Pg.483]


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Coordinated polyhedra

Coordination polyhedra

Polyhedra

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