We calculated the relative stabilities of carbon clusters with up to 60 atoms. Equilibrium geometries have been obtained by combining an adaptive simulated annealing method and a simple tight-binding-type Hamiltonian for total energies. We found that Cₙ clusters favor one-dimensional structures for n{}20. For n{}20, closed fullerene cages show a larger stability than both the one-dimensional and two-dimensional structures (such as graphite flakes and buckled fullerene ``caps''). Isomers with linear and ``fullerene'' structure should coexist near the critical cluster size n{}20. We find the C₆₀ fullerene to be the most stable structure, with a binding energy of 6.99 eV/atom.
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Tománek et al. (1991) studied this question.