Small icosahedral, decahedral, and fcc structures have been studied by unbiased global optimization methodsor Wulff construction and Northby lattice methods. Strain-free close-packed structures are not much discussedbecause the structures are very difficult to optimize and there is no common strain-free close-packed lattice.We propose a new strategy to construct such a lattice containing all possible strain-free close-packed isomers,and by searching the lattice with an efficient method the optimal close-packed structures were modeled.Testing with the Morse potential at
0 = 14.0 for cluster size 10
N 250 showed that optimal strain-freeclose-packed (scp) structures are lower in energy than fcc structures in most cases even for the well-knownmagic
numbers of fcc structures (e.g.,
N = 201). It was found that, due to the gaps in next-nearest-neighborcontacts, fcc will become energetically incomparable with scp at very
large clusters with a pair potential.Moreover, compared with the results in the literature, some new global minima for Morse clusters at
large 0val
ues are given.