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Structural identifiability of parameters of Anand material model
Jaroslav Rojíček1, Jakub Cienciala2, Martin Fusek1
1Faculty of Mechanical Engineering, VSB - Technical University of Ostrava, 17. listopadu 2172/15, Ostrava-Poruba, 70800, Czech Republic.
This study identifies key parameters for the Anand material model using a novel numerical method. The approach successfully reduces parameter complexity, ensuring unique values for material model parameters in tensile tests.
Area of Science:
- Computational Mechanics
- Materials Science
- Non-linear Dynamics
Background:
- Structural identifiability is crucial for parameter estimation in complex physical models.
- Non-linear material models, like the Anand model, often present challenges in parameter determination.
- Accurate parameter identification is essential for reliable material behavior prediction.
Purpose of the Study:
- To develop and validate a procedure for assessing the structural identifiability of parameters in non-linear physical models.
- Specifically, to determine the unique parameter set for the Anand material model under tensile loading.
- To introduce an innovative numerical method for parameter reduction and analysis.
Main Methods:
- A two-step procedure involving local parameter analysis and global structural dependence evaluation.
- A numerical approach that systematically reduces parameter count by substituting parameters with constant values.
- Finite element method simulations of a simplified tensile test using the Anand material model.
Main Results:
- Identification of independent parameters for the Anand material model.
- Validation of the reduced parameter set against experimental tensile test data.
- Demonstration of a high probability for unique parameter value determination using the proposed method.
Conclusions:
- The proposed method effectively assesses structural identifiability for non-linear material models.
- A reduced parameter set enhances the uniqueness of parameter values obtained from tensile tests for the Anand model.
- The approach offers an efficient and reliable way to identify critical material model parameters.
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