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Neural optimization machine: a neural network approach for optimization and its application in additive manufacturing
1Department of Mechanical Engineering, Northwestern University, Evanston, IL 60208, USA.
Summary
A Neural Optimization Machine (NOM) optimizes neural network (NN) models for design, integrating physics and data for additive manufacturing. This approach streamlines training and optimization, enhancing mechanical fatigue properties under uncertainty.
Area of Science:
- Materials Science
- Computational Science
- Engineering
Background:
- Neural networks (NNs) are increasingly utilized in design for objective functions and constraints, necessitating NN model optimization.
- Optimization of NN models concerning design variables is crucial for advanced engineering applications.
Purpose of the Study:
- To propose a Neural Optimization Machine (NOM) for constrained single/multi-objective optimization.
- To integrate NN optimization with additive manufacturing (AM) process-property models and physics-guided machine learning.
Main Methods:
- Designing NN architecture, activation, and loss functions for optimization.
- Utilizing the NN's backpropagation algorithm for seamless integration with AM models.
- Applying a physics-guided NN for fatigue performance prediction and process parameter optimization in AM under uncertainties.
Main Results:
- NOM effectively handles constrained optimization problems, showing minimal computational cost increase with higher dimensional design variables.
- Demonstrated successful application in optimizing AM processing parameters for enhanced mechanical fatigue properties.
- Achieved physics-compatible process design by integrating physics/knowledge with data-driven models.
Conclusions:
- The NOM offers a unified framework for NN training and optimization, eliminating the need for separate optimization processes.
- This methodology enables the design of AM processes with optimized mechanical fatigue properties by integrating physics-guided learning and data-driven models.
- The study highlights a novel approach for constrained process optimization in AM, enhancing structural integrity applications.
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