Abstract
The influence of annealing on the interface quality of multilayers presenting “back-diffusion” effects is simulated using an Ising lattice gas model. We show that interface roughness has a minimum as a function of the annealing temperature ( T a ). The probability of breaking the layers is obtained as a function of T a for different layer thicknesses. We have also calculated the average number of not alike (first and second) neighbors of an atom, which can be accessed by nuclear magnetic resonance experiments.
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