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Fluxionality in Deltahedral Boranes

Tetrahedron. No dsd process of any kind is possible since the tetrahedron is the complete graph K4. A tetrahedron is therefore inherently rigid. [Pg.368]

Octahedron. The highly symmetrical octahedron has no degenerate edges and is therefore inherently rigid. [Pg.368]

4-Bicapped square antiprism. This polyhedron has no degenerate edges and therefore is inherently rigid. [Pg.369]

Edge-coalesced icosahedron. The four edges of the type 56(45) are degenerate. This 11-vertex deltahedron is therefore inherently fluxional. [Pg.369]


G. Fluxionality in Deltahedral Boranes Diamond-Square-Diamond Rearrangements... [Pg.14]


See other pages where Fluxionality in Deltahedral Boranes is mentioned: [Pg.368]   


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