Counterion-Induced Swelling of Ionic Microgels
Alan R. Denton, Qiyun Tang

TL;DR
This paper develops a theoretical framework to understand how counterion distribution influences the swelling and deswelling of ionic microgels, combining statistical mechanics, electrostatics, and polymer physics, with validation against experiments.
Contribution
It introduces an exact statistical mechanical theorem for electrostatic osmotic pressure in permeable colloids and applies it to explain counterion-driven microgel swelling behavior.
Findings
Counterion distribution determines internal osmotic pressure.
Deswelling occurs with increasing particle concentration due to counterion redistribution.
The linearized electrostatic pressure approximation is highly accurate and insightful.
Abstract
Ionic microgel particles, when dispersed in a solvent, swell to equilibrium sizes that are governed by a balance between electrostatic and elastic forces. Tuning of particle size by varying external stimuli, such as H, salt concentration, and temperature, has relevance for drug delivery, microfluidics, and filtration. To model swelling of ionic microgels, we derive a statistical mechanical theorem, which proves exact within the cell model, for the electrostatic contribution to the osmotic pressure inside a permeable colloidal macroion. Applying the theorem, we demonstrate how the distribution of counterions within an ionic microgel determines the internal osmotic pressure. By combining the electrostatic pressure, which we compute via both Poisson-Boltzmann theory and molecular dynamics simulation, with the elastic pressure, modeled via the Flory-Rehner theory of swollen polymer…
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