Abstract
Hydrophilic and hydrophobic properties exhibited by microporous materials are foundational to a wide range of mature and emerging technologies. However, robust descriptions of fundamental underpinnings are confounded by conditions of extreme confinement intrinsic to spacings of molecular dimensions. Inherent limitations imposed by the failure to capture multiscale behavior of water creates a dearth of simplified benchmarks for characterization. Broad analytical assessments that are capable of bridging disparate length scales, unifying equilibrium isotherm types and identifying interaction mechanisms remain elusive. To this end, the study herein provides a unified model and benchmark to explain wide ranging observations of water in carbon micropores. Based on Ising-Model-Modified-Kelvin-Analysis (IMMKA), a set of simple, analytic, governing relations are offered to quantify water adsorption equilibrium. The analysis successfully connects classical hydrophobic and hydrophilic features with isotherm types under stringent conditions of chemical and mechanical equilibrium. Affinity and hydrophobicity transforming effects of micropore size and functional site density are captured by the analysis that is vetted by blind and global isotherm prediction. Moreover, the fluidic features of water in angstrom sized pores (angstrofuidic features) are partitioned and characterized by the analysis. Furthermore, extraction of fundamental equilibrium properties permits consideration of conditions for clustering and condensation, pre-wetting and wetting, as well as complete or incomplete micropore filling. Through elucidation of angstrofluidic, hydrophilic and hydrophobic features, this study resolves the perplexing behavior of water interaction with microporous carbon.
Supplementary materials
Title
Supporting Information: Water Adsorption Isotherms of Carbon Materials and Regression Results for Isotherm Parameters with Total Surface Groups
Description
Water Adsorption Isotherms of Carbon Materials and Regression Results for Isotherm Parameters with Total Surface Groups
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