Nonlinear Mechanics for Composite Heterogeneous Structures
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Nonlinear Mechanics for Composite Heterogeneous Structures
Stavroulakis, Georgios E.; Drosopoulos, Georgios A.
Taylor & Francis Ltd
05/2024
286
Mole
9781032257358
Pré-lançamento - envio 15 a 20 dias após a sua edição
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1. Introduction. 2. Linear and Non-linear Finite Element Analysis. 3. Failure of Heterogeneous Materials Using Non-linear Continuum Laws. 4. Contact Mechanics. 5. The Extended Finite Element Method. 6. Homogenization. 7. Multi-scale Analysis for Composite Materials. 8. Data-driven Analysis. Appendix A. Matlab Codes on Numerical Modelling of Composite Heterogeneous Structures.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
computational mechanics;damage analysis;multi-scale analysis;nonlinear constitutive laws;macromechanical;plasticity;advanced composites;contact mechanics;finite element analysis;FEA;Cohesive Zone Model;RVE;Traction Separation Law;Computational Homogenization;Lower Length Scales;Constitutive Description;Undeformed Coordinates;Numerical Homogenization;Cohesive Zone Elements;Data Set;Non-linear CP;Piola Kirchhoff Stress Tensor;VI;LCP;Deformation Gradient Tensor;Unilateral Contact;Traction Separation Curve;Green Strain Tensor;Quasi-variational Inequalities;Equivalent Strain;CP;Cohesive Zone;Feed Forward Neural Network;Euler Strain Tensor;Multi-scale Scheme
1. Introduction. 2. Linear and Non-linear Finite Element Analysis. 3. Failure of Heterogeneous Materials Using Non-linear Continuum Laws. 4. Contact Mechanics. 5. The Extended Finite Element Method. 6. Homogenization. 7. Multi-scale Analysis for Composite Materials. 8. Data-driven Analysis. Appendix A. Matlab Codes on Numerical Modelling of Composite Heterogeneous Structures.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
computational mechanics;damage analysis;multi-scale analysis;nonlinear constitutive laws;macromechanical;plasticity;advanced composites;contact mechanics;finite element analysis;FEA;Cohesive Zone Model;RVE;Traction Separation Law;Computational Homogenization;Lower Length Scales;Constitutive Description;Undeformed Coordinates;Numerical Homogenization;Cohesive Zone Elements;Data Set;Non-linear CP;Piola Kirchhoff Stress Tensor;VI;LCP;Deformation Gradient Tensor;Unilateral Contact;Traction Separation Curve;Green Strain Tensor;Quasi-variational Inequalities;Equivalent Strain;CP;Cohesive Zone;Feed Forward Neural Network;Euler Strain Tensor;Multi-scale Scheme
