Ion Induced Lamellar-Lamellar Phase Transition in Charged Surfactant Systems
Daniel Harries, Rudi Podgornik, V. Adrian Parsegian, Etay Mar-Or,, David Andelman

TL;DR
This paper presents a model combining electrostatic and non-electrostatic interactions to explain a discontinuous liquid-liquid phase transition in charged lamellar systems, aligning with experimental observations for specific surfactants.
Contribution
It introduces a self-consistent model integrating Poisson-Boltzmann and Langmuir-Frumkin-Davies theories to explain phase transitions in charged lamellae.
Findings
Discontinuous phase transition observed with combined electrostatic and adsorption effects.
Transition depends on area per headgroup and counterion interactions.
Qualitative explanation for phase behavior of DDABr surfactant.
Abstract
We propose a model for the liquid-liquid phase transition observed in osmotic pressure measurements of certain charged lamellae-forming amphiphiles. The model free energy combines mean-field electrostatic and phenomenological non-electrostatic interactions, while the number of dissociated counterions is treated as a variable degree of freedom that is determined self-consistently. The model, therefore, joins two well-known theories: the Poisson-Boltzmann theory for ionic solutions between charged lamellae, and Langmuir-Frumkin-Davies adsorption isotherm modified to account for charged adsorbing species. Minimizing the appropriate free energy for each interlamellar spacing, we find the ionic density profiles and the resulting osmotic pressure. While in the simple Poisson-Boltzmann theory the osmotic pressure isotherms are always smooth, we observe a discontinuous liquid-liquid phase…
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