journal article·2019-04-18Open access

Directed Pore Uptake and Phase Separation of Surfactant Solutions under Confinement

Yao Wu, Yingzhen Ma, Lilin He, Gernot Rother, William A. Shelton, Bhuvnesh Bharti

The Journal of Physical Chemistry C· Volume 123· Issue 15

Abstract

The ability of a porous material to uptake and release molecules is determined by the thermodynamic state of preadsorbed surfactants in pore space. However, the effect of spatial confinement on the thermodynamic state of the surfactants is poorly understood. In this study, we use a combination of small-angle neutron scattering experiments and all-atom molecular dynamics simulations to develop a better understanding of the effect of confinement on self-assembly and temperature-induced liquid–liquid phase separation of surfactant solutions. Here, we study the demixing of a model nonionic surfactant triethyleneglycol monohexyl ether (C 6 E 3 ) in tubular nanopores of the SBA-15 silica material (pore diameter of 8.6 nm). We find that the nonionic surfactants show an enhanced in situ aggregation behavior in silica pores upon increasing the temperature above the lower critical solution temperature (LCST). The surfactant molecules directly bound to the pore walls act as anchor sites for subsequent adsorption, resulting in the increased uptake of nonanchored surfactants upon increasing temperature and driving an increase in the size of assemblies. The nonanchored surfactant molecules can be released into a bulk solvent by decreasing the temperature below LCST. This ability of C 6 E 3 surfactant allows reversible partitioning of secondary molecules (here dye) dissolved in the cores of surfactant micelles between the pore space and bulk solvent. The findings presented in the article provide fundamental insights into the surfactant assembly in confinement, which is crucial in the development of new multiresponsive materials for isolating and recovering molecules.
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Research context

OpenAlex topics: Mesoporous Materials and Catalysis · Surfactants and Colloidal Systems · Phase Equilibria and Thermodynamics

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