Magnesiothermic Reduction of Silica: A Machine Learning Study
Kai Tang1, Azam Rasouli2, Jafar Safarian2
1SINTEF AS, Industry Institute, N-7465 Trondheim, Norway.
Materials (Basel, Switzerland)
|June 10, 2023
Summary
Magnesiothermic reduction of silica is complex, with traditional models failing. A physics-informed Gaussian process machine (GPM) effectively models this reaction using hybrid data, predicting outcomes with high accuracy.
Area of Science:
- Materials Science
- Chemical Engineering
- Computational Materials Science
Background:
- Magnesiothermic reduction of silica is crucial for producing silicon materials.
- Traditional models struggle to capture the complex kinetics and product encapsulation observed experimentally.
- Existing thermochemical software is insufficient for accurately describing the reaction pathways.
Purpose of the Study:
- To develop a more accurate model for the magnesiothermic reduction of silica.
- To apply a machine learning approach to describe the complex reaction kinetics.
- To predict the influence of process parameters on reduction products.
Main Methods:
- Experimental studies of magnesiothermic reduction with varying Mg/SiO2 ratios, temperatures, and times.
- Development of a physics-informed Gaussian process machine (GPM) using hybrid datasets.
- Incorporation of experimental data and thermochemical equilibrium calculations as boundary conditions for the GPM.
Main Results:
- The developed GPM achieved a high regression score of 0.9665 on hybrid data.
- The GPM successfully predicted the effects of Mg-SiO2 ratios, temperatures, and reaction times on reduction products.
- Experimental validation confirmed the GPM's accuracy for interpolating observed data.
Conclusions:
- A physics-informed Gaussian process machine (GPM) provides an effective framework for modeling complex magnesiothermic reduction reactions.
- The GPM overcomes limitations of traditional models and thermochemical software.
- This approach enables accurate prediction of reaction products, guiding future material design and process optimization.


