A primal-dual finite element approximation for a nonlocal model in plasticity

Keyphrases

• Free Energy 100%
• Numerical Results 100%
• Nonlinear System of Equations 100%
• Primal-dual 100%
• Additional Term 100%
• Numerical Approximation 100%
• Semismooth Newton Method 100%
• Finite Element Approximation 100%
• Local Flow 100%
• Variational Inequality 100%
• Flow Rule 100%
• Elastic Energy 100%
• Plasticity Model 100%
• Dual Variable 100%
• Kinematic Hardening 100%
• Radial Return Algorithm 100%
• Inequality Systems 100%
• Inf-sup Condition 100%
• Nonlocal Model 100%
• Primal-dual Formulation 100%
• Finite Element Spaces 100%
• Optimal a Priori Estimates 100%

Engineering

• Finite Element Approximation 100%
• Nonlocal Model 100%
• Discretization 100%
• Illustrates 50%
• Newton's Method 50%
• Additional Term 50%
• Kinematic Hardening 50%
• Plasticity Model 50%
• Elastic Energy 50%
• Flow Rule 50%
• Plastic Variable 50%
• Finite Element Analysis 50%
• Equation System 50%
• Nonlinear System 50%

Mathematics

• Discretization 100%
• Finite Element Approximation 100%
• Finite Element Method 50%
• Inf 50%
• Numerical Approximation 50%
• Priori Estimate 50%
• Variational Inequality 50%
• Nonlinear Systems Of Equations 50%
• Dual Variable 50%
• Local Flow 50%
• Newton's Method 50%