Experimental measurements, interpreted with mean field theories, provide quantitative understanding
of the stability of colloidal particles coated with a highly asymmetric diblock copolymer. Adsorption of
poly((dimethylamino)ethyl methacrylate)/poly(n-butyl methacrylate) onto colloidal silica particles from
2-propanol, which is nonselective and a ϑ solvent for poly(n-butyl methacrylate), yields a very high surface
coverage and a highly stretched brush. With increasing temperature, the adsorbed chains swell more than
those in the bulk. Upon cooling, the dispersions exhibit thermodynamic stability well below the ϑ
temperature of the nonadsorbed block. A simple mean-field theory rationalizes the stability as a consequence
of the high surface coverage, which is attributed in turn to strong segmental adsorption of the short anchor
block and negligible excluded volume interactions among the stabilizing chains.