Solution approach for optimization problems:
-
Further development and implementation of methods from literature, that allow fast process simulations
-
Definition of optimization problems to study and, based on that, the generation of adequate data
-
Statistical analysis of the data and identification of significant parameters
-
Mapping of correlations in the data using methods of machine learning (e.g. neural networks)
|
Simple models to solve the direct problem:
- Implementation of Taylor model for crystal plasticity for fast data generation
- Direct mapping of correlated parameters and material properties of a rolling simulation via neural networks (surrogate model)
First results for optimization problems:
- Model to infer skin pass level in rolling for given Rp₀₂
- Determination of simple single crystal orientation for given material properties (e.g. elasticity) using ensemble techniques
|