Download From Small Fullerenes to Superlattices: Science and by Patrice Melinon, Bruno Masenelli PDF

By Patrice Melinon, Bruno Masenelli

Lately, carbon and silicon study has obvious an outburst of latest buildings, experimentally saw or theoretically estimated (e.g., small fullerenes, heterofullerenes, schwarzite, and clathrates) with appealing houses. This ebook experiences those unique futuristic species and their power functions and severely examines the predicting types and the prospective routes for his or her synthesis. The booklet begins with a evaluate of 2nd and 3D crystals in response to carbon and/or silicon. the second one a part of the publication is dedicated to the outline on the nanoscale of the hot buildings and intricate architectures that happen from them. The originality of the publication lies within the incontrovertible fact that it bargains with those scarcely evoked constructions. The publication is, as a result, complementary to the broad latest literature devoted to well known nanostructures equivalent to graphene, nanotube, and fullerenes.

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Extra info for From Small Fullerenes to Superlattices: Science and Applications

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Within an extended Huckel cohesive energy is within 1% of that of graphite. 2. Structures, lattices energies relative to diamond ( E in eV per atom) and densities of the hypothetical hypergraphite polymorphs. a, b, c ˚ x, y and z the atomic positions inside the are the lattice parameters in A, cell. 94 (166) I 41 /amd (141) Source: From Winkler et al. (2001). 10. Left panel: Tetragonal structure I 41 /amd showing the local arrangement of the carbon atoms. Right panel: Giant honeycomb lattice derived from this arrangement (after van Vechten and Keszler (1987)).

As already evoked when discussing graphene, graphite can be described as the result, of the stacking of graphene layers linked by long-range, relatively weak attractive forces called van der Waals forces. These forces are provided by the π bonding. The electrons participating in this π-bonding seem able to move across these π bonds from one atom to the next. This feature explains graphite’s ability to conduct electricity along the sheets of carbon atom parallel to the (0001) direction just as graphene does.

The π/2 rotation angle between chains in adjacent layers allows neighboring π bonded chains. , 1991; Liu and Cohen, 1992). 2). 3 eV per atom with respect to the diamond phase. 5 eV. From the tetragonal structure, Van Vechten and Keszler (1987) postulated the existence of a giant honeycomb lattice in order to explain magic numbers in small carbon fullerenes, whiskers, vitreous carbon and more generally low density carbon compounds. 4g/cm3 . Within an extended Huckel cohesive energy is within 1% of that of graphite.

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