Adsorption of charged polymers (polyelectrolytes) from a semidilute solution to a charged surface is investigated theoretically. We obtain simple scaling laws for (i) the amount of polymer Γ adsorbed to the surface and (ii) the width D of the adsorbed layer, as a function of the fractional charge per monomer p and the salt concentration cb. For strongly charged polyelectrolytes (p ≲ 1) in a low-salt solution, both Γ and D scale as p-1/2. In high-salt solutions D ∼ /p whereas the scaling behavior of Γ depends on the strength of the polymer charge. For weak polyelectrolytes (p ≪ 1) we find that Γ ∼ p/ , and for strong polyelectrolytes Γ ∼ /p. Our results are in good agreement with adsorption experiments and with numerical solutions of mean-field equations.
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Borukhov et al. (1998) studied this question.
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