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Modelling the effect of base component properties and processing conditions on mixture products using probabilistic,
Manuel Borja1, Jens Dhondt2, Johny Bertels2
1Department of Data Analysis and Mathematical Modelling, Ghent University, Coupure links 653, Gent, 9000, Belgium.
This study introduces a novel data-driven approach using artificial neural networks to predict material properties from component mixtures and processing conditions, enhancing material design and formulation.
Area of Science:
- Materials Science
- Chemical Engineering
- Data Science
Background:
- Developing new materials by mixing components is common but predicting mixture properties is difficult without understanding underlying physics.
- Current modeling approaches often rely on assumptions of ideal mixing, limiting their applicability.
Purpose of the Study:
- To propose a new data-based methodology for predicting the properties of mixture-based materials.
- To develop a model that integrates base component properties, mixing proportions, and processing conditions.
- To estimate prediction uncertainty and incorporate expert knowledge.
Main Methods:
- Utilized probabilistic, knowledge-guided artificial neural networks (ANNs).
- Developed a model to jointly predict properties based on component characteristics, mixture ratios, and manufacturing conditions.
- Incorporated monotonicity constraints for expert knowledge integration.
Main Results:
- The methodology accurately predicts pharmaceutical tablet quality attributes (e.g., mass variation, tensile strength).
- The model overcomes limitations of previous approaches by not assuming ideal mixing.
- The approach allows for the estimation of aleatoric uncertainty in predictions.
Conclusions:
- The proposed data-driven methodology effectively predicts properties of mixture-based materials, including pharmaceutical products.
- This approach enhances material design by providing accurate predictions without requiring deep prior knowledge of physical phenomena.
- The integration of expert knowledge and uncertainty estimation improves model reliability and applicability.
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