We present a molecular-dynamics simulation of self-diffusion on the (110) s
urfaces of Cu, Ag, and Au. The metals are modeled by semiempirical potentia
ls developed in the framework of the second-moment approximation to the tig
ht-binding model. The energy barriers for the releyant diffusion processes
are calculated by quenched molecular dynamics and compared with the availab
le data in literature, obtaining a good agreement. The occurrence of long j
umps is investigated in detail, showing that the three metals behave quite
differently with this respect: long jumps are practically absent in Au and
frequent in Cu. The effect of the specific features of the potential-energy
surface and of the energy dissipation to the substrate on the probability
of long jumps is investigated. The Arrhenius behavior of the jump rate is d
iscussed, and deviations are found at high temperatures. Concerning correla
ted jump-exchange processes and double exchanges, we find that they are com
mon in Cu even at rather low temperatures, whereas they are never observed
in Au, Ag showing an intermediate behavior. [S0163-1829(99)01808-1].