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Published on: June 30, 2023
Accelerating the Layup Sequences Design of Composite Laminates via Theory-Guided Machine Learning Models
Zhenhao Liao1, Cheng Qiu2,3, Jun Yang4
1Department of Civil Engineering, College of Civil and Transportation Engineering, Shenzhen University, Shenzhen 518060, China.
Theory-guided machine learning (ML) accelerates composite laminate design by integrating Hashin failure theory (HFT) and classical lamination theory (CLT). This approach optimizes layup sequences and material properties efficiently.
Area of Science:
- Materials Science
- Mechanical Engineering
- Computational Science
Background:
- Composite laminate design is complex, requiring optimization of ply angles for desired strength and stiffness.
- Traditional methods can be time-consuming and data-intensive.
Purpose of the Study:
- To develop and validate a theory-guided machine learning (ML) model for optimizing composite laminate design.
- To accelerate the design process by integrating established composite theories with ML.
Main Methods:
- A finite element simulation incorporating Hashin failure theory (HFT) and classical lamination theory (CLT) generated training data.
- A multi-layer neural network (NN) system was designed following the theoretical sequence of composite mechanics.
- A genetic algorithm (GA) was used for inverse optimization, guided by the NN's forward predictions.
Main Results:
- The ML model successfully determined optimal layup sequences and fiber modulus for a composite tube under combined bending and torsion.
- The theory-guided ML approach demonstrated a faster optimization process compared to direct neural networks.
- Less training data was required when domain knowledge (composite theories) guided the ML model.
Conclusions:
- Integrating domain knowledge, specifically composite theories like HFT and CLT, significantly enhances ML model performance in engineering design.
- Theory-guided ML offers a more efficient and data-economical approach to optimizing composite structures.
- This methodology highlights the critical role of theoretical foundations in advancing ML applications for complex engineering problems.
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