THE PROBLEM OF ATOMIC DENSITY IN A 6-DIMENSIONAL MODEL OF AN ICOSAHEDRAL QUASI-CRYSTAL

Citation
M. Mihalkovic et P. Mrafko, THE PROBLEM OF ATOMIC DENSITY IN A 6-DIMENSIONAL MODEL OF AN ICOSAHEDRAL QUASI-CRYSTAL, Journal of non-crystalline solids, 193, 1995, pp. 343-346
Citations number
11
Categorie Soggetti
Material Science, Ceramics
ISSN journal
00223093
Volume
193
Year of publication
1995
Pages
343 - 346
Database
ISI
SICI code
0022-3093(1995)193:<343:TPOADI>2.0.ZU;2-X
Abstract
The atomic density in a model of a face centred icosahedral (FCI) quas icrystal is perturbed by Monte Carlo 'phason' annealing. While the fir st-neighbour bond concentration, n(1), is a monotonically increasing f unction of the atomic density, as expected, the second-neighbour bond concentration, n(2), exhibits a maximum at a critical atomic density, rho<p(c)<rho(max),. Assuming a simple Hamiltonian, E = -n(1) - alpha n (2), it was found that any ground state structure has an atomic densit y in the interval(rho(c), p(max)). In the particular case of a FCI qua sicrystal model, the critical atomic density exceeds that of the curre nt rho (max) six-dimensional model by 1%.