We considered the origin of the arc-shaped streaks connecting usual diffraction spots observed
in an LEED pattern, for a Li system adsorbed on a Cu(001) surface at low coverage,
Θ<1/2. We noted a condition that the natural distance between adsorbed atoms,
bnat, of less than
—in particular,
—is consistent with the formation of the arced streaks. Given this condition, adsorbed
atoms fill the surface and form a
structure, which is one of the 'ladder structures', at
Θ = 3/5. Even
for Θ<1/2, the
atoms form the ladder structure locally. We could observe atomic pairs with second-neighbour distance
having a c(2 × 2)
structure unit in the ladder structure (where the distance is basically
d = 2a),
that were shrunk and tilted. These shrunk and tilted pairs produce straight streaks extending from
the M(± 1/2, ± 1/2)
points, with a tilted angle in the vicinity of M points. Considering the other arrangements
of the second-neighbour pairs, which have a different inclination, a variety of straight
streaks exists. The envelope function of these straight streaks is nothing but the arc shape
observed in the experiment.