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Probabilistic microkinetic modeling: Species balance equations for a catalyst surface containing multiple short-range
Aditya Kumar1, Abhijit Chatterjee1
1Department of Chemical Engineering, Indian Institute of Technology Bombay, Mumbai 400076, India.
The Journal of Chemical Physics
|May 23, 2024
Summary
This study enhances probabilistic microkinetic modeling (p-MKM) to include spatial correlations in heterogeneous catalysis. The new framework accurately captures complex adspecies arrangements by incorporating multiple pair probabilities.
Area of Science:
- Chemical Engineering
- Surface Science
- Computational Chemistry
Background:
- Adsorbed molecules on catalysts exhibit non-random spatial correlations due to inter-species interactions and surface processes.
- Current species balance equations in heterogeneous catalysis often neglect these crucial spatial correlations.
- Probabilistic microkinetic modeling (p-MKM) offers a framework to incorporate spatial correlations using short-ranged order (SRO) parameters.
Purpose of the Study:
- To extend the p-MKM framework to more complex catalytic systems with longer-range interactions and multiple adsorbed species.
- To investigate the impact of including multiple pair probabilities on modeling accuracy.
- To determine the optimal number of pair probabilities needed to capture system complexity.
Main Methods:
- Development of an extended p-MKM framework incorporating multiple pair probabilities.
- Simulation and analysis of catalytic systems with increased complexity.
- Probing the interplay between different SRO parameters.
Main Results:
- The extended p-MKM successfully incorporates multiple pair probabilities for higher complexity systems.
- The study analyzes the interplay and significance of various SRO parameters.
- Insights are gained into the number of pair probabilities required for accurate modeling.
Conclusions:
- The enhanced p-MKM framework provides a more accurate representation of heterogeneous catalytic systems by including spatial correlations.
- The inclusion of multiple pair probabilities is essential for capturing complex adspecies arrangements.
- This approach advances the modeling of catalytic processes by accounting for molecular-level ordering.
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