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Published on: June 12, 2019
Interfacial tension of solid materials against dense carbon dioxide
Y Sutjiadi-Sia1, P Jaeger, R Eggers
1Hamburg University of Technology, Eissendorferstrasse 38, 21073 Hamburg, Germany.
This study calculates solid interfacial tension (sigma sv) using intermolecular interactions. The method accurately predicts contact angles (theta) for various materials, offering an alternative to experimental measurements.
Area of Science:
- Surface Science
- Materials Science
- Physical Chemistry
Background:
- The Young equation relates interfacial tensions and contact angles but has four unknowns.
- Only liquid interfacial tension (sigma lv) and contact angle (theta) are directly measurable.
- A theoretical approach to determine solid interfacial tension (sigma sv) and solid-liquid interfacial tension (sigma sl) is needed.
Purpose of the Study:
- To theoretically calculate the solid interfacial tension (sigma sv) for materials like PTFE, steel, and glass.
- To validate the calculated sigma sv values using different liquid systems (dense CO2, aqueous, ethanolic).
- To assess the potential of using calculated sigma sv for theoretical prediction of contact angles (theta).
Main Methods:
- Utilizing Good's parameter (Phi sl) based on intermolecular interactions to estimate sigma sv.
- Calculating sigma sv for PTFE, steel, and glass in dense carbon dioxide.
- Comparing calculated sigma sv values with those derived from aqueous and ethanolic systems.
- Forecasting water drop contact angles (theta) using the calculated sigma sv and comparing with experimental data.
Main Results:
- Successful calculation of solid interfacial tension (sigma sv) for selected materials.
- Verification of calculated sigma sv values across different liquid environments.
- Demonstrated correlation between calculated sigma sv and experimentally measured contact angles (theta).
Conclusions:
- The proposed method provides a theoretical pathway to determine solid interfacial tension (sigma sv).
- This approach offers a viable alternative for estimating contact angles (theta) without direct experimental measurement.
- Understanding sigma sv is crucial for solving the Young equation and advancing interfacial science.
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