Phase Separation in Charge-Stabilized Colloidal Suspensions: Influence of Nonlinear Screening
Alan R. Denton
Abstract
The phase behavior of charge-stabilized colloidal suspensions is modeled by a combination of response theory for electrostatic interparticle interactions and variational theory for free energies. Integrating out degrees of freedom of the microions (counterions, salt ions), the macroion-microion mixture is mapped onto a one-component system governed by effective macroion interactions. Linear response of microions to the electrostatic potential of the macroions results in a screened-Coulomb (Yukawa) effective pair potential and a one-body volume energy, while nonlinear response modifies the effective interactions [A. R. Denton, E 70, 031404 (2004)]. The volume energy and effective pair potential are taken as input to a variational free energy, based on thermodynamic perturbation theory. For both linear and first-order nonlinear effective interactions, a coexistence analysis applied to aqueous suspensions of highly charged macroions and monovalent microions yields bulk separation of macroion-rich and macroion-poor phases below a critical salt concentration, in qualitative agreement with predictions of related linearized theories [R. van Roij, M. Dijkstra, and J.-P. Hansen, E 59, 2010 (1999); P. B. Warren, 112, 4683 (2000)]. It is concluded that nonlinear screening can modify phase behavior but does not necessarily suppress bulk phase separation of deionized suspensions.
Create a lesson
Related papers
Optimal Transport of an Anisotropic Tracer in Dense Active Suspensions
Chandranshu Tiwari, Sunil P. Singh
Linear stability and viscoelastic response in weakly jammed frictional granular systems
Masanari Shimada, Yusuke Hara, Shihori Koyama et al.
Experimental Observation of Mesoscopic Dynamic Fluctuations in Water-Alcohol Mixtures
Yukio Kajihara, Nanako Shibata, Masanori Inui1
Geometry-Controlled Dynamic Tensiometry Resolves Intrinsic Surfactant Adsorption Kinetics
Camille Brigodiot, Boxin Deng, Christine Dalmazzone et al.
Shape Evolution and Dynamics of Deformable Ring
Arun Kumar, Partha Sarathi Mondal, Pritha Dolai et al.
Tunable Pathway Selection in Coupled Multistable Snap-Through Systems
Weicheng Huang, Ke Huang, Jiaying Zhang et al.