The asymmetry between growth and dissolution is examined by studying the no
nequilibrium structure of a [1 0 0] step on a (0 0 1) surface of the Kossel
crystal by a model in which densities of adatoms and vacancies on the step
are treated as independent variables and the motion of kinks along the ste
p is taken into account. Calculation of the steady-state density of kinks a
nd growth and dissolution rates shows strong asymmetry of growth and dissol
ution processes even for the case of low temperatures and small supersatura
tions. (C) 1999 Elsevier Science B.V. All rights reserved.