We consider an equilibrium structure of a monolayer formed by weakly charge
d polyelectrolyte chains tethered to the oppositely charged interface. The
interface is characterized by an immobile charge spatially distributed in a
sublayer of finite thickness submerging tethered polyions. The Coulomb att
raction of tethered polyions to the surface induces their adsorption. Three
complementary theoretical approaches (scaling, analytical self-consistent-
field approach, and numerical self-consistent-field model) are put to the p
roblem in order to provide a complete description of the behavior of this c
omplex charged interface. Both the value of the charge immobilized at the s
urface and the ionic strength of the solution influence the conformations o
f grafted polyelectrolytes in a significant way. It is shown that the heigh
t of sufficiently densely grafted polyelectrolyte monolayers ("polyelectrol
yte brushes") can depend nonmonotonically on the value of the ionic strengt
h of the solution. The relevance of the system to help understanding comple
x interfaces, as they occur in, e.g., casein micelles, is discussed.