Micromechanical analysis of hyperelastic composites with localized damage using a new low-memory Broyden-step-based algorithm

Keyphrases

• Low Memory 100%
• Material Nonlinearity 100%
• Micromechanical Analysis 100%
• Localized Damage 100%
• Hyperelastic Composite 100%
• Broyden 100%
• Finite Strain 66%
• Higher-order Theory 66%
• Vector Function 66%
• Iterative Procedure 33%
• Quasi-Newton 33%
• Discrete Fourier Transform 33%
• Micro-macro 33%
• Discretized 33%
• Fourier Transform 33%
• Computational Efficiency 33%
• Hyperelastic 33%
• Specific Components 33%
• Strong Form 33%
• Governing Equation 33%
• Fixed-point Iteration 33%
• Weakly Nonlinear 33%
• Iterative Solution 33%
• Periodic Composite 33%
• Representative Cell Method 33%
• Elastic Field 33%
• Periodic Microstructure 33%
• Macro Analysis 33%
• Fourier Transform Domain 33%
• Homogenization Method 33%
• Remote Fields 33%
• Convergence in Control 33%
• Newton Solver 33%
• Effective Deformation 33%
• Material Limits 33%
• Strain Behavior 33%

Engineering

• Finite Strain 100%
• Higher-Order Theory 100%
• Micromechanical Analysis 100%
• Fourier Transform 100%
• Macroscale 50%
• Iterative Procedure 50%
• Fixed Points 50%
• Multiscale 50%
• Initial Condition 50%
• Convergent 50%
• Computational Efficiency 50%
• Microscale 50%
• Representative Cell 50%
• Elastic Field 50%
• Material Nonlinearity 50%
• Strong Form 50%
• Strain Behavior 50%
• Boundary Condition 50%
• Discrete Fourier Transform 50%

Material Science

• Composite Material 100%
• Finite Strain 33%
• Homogenization 16%