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Innovative Numerical Approaches for Multi-Field and Multi-Scale Problems

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Cover of 'Innovative Numerical Approaches for Multi-Field and Multi-Scale Problems'

Table of Contents

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    Book Overview
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    Chapter 1 Robust Numerical Schemes for an Efficient Implementation of Tangent Matrices: Application to Hyperelasticity, Inelastic Standard Dissipative Materials and Thermo-Mechanics at Finite Strains
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    Chapter 2 Folding Patterns in Partially Delaminated Thin Films
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    Chapter 3 Thermo-mechanical Behavior of Confined Granular Systems
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    Chapter 4 Elastomeric Gels: A Model and First Results
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    Chapter 5 A Tensegrity Paradigm for Minimal Mass Design of Roofs and Bridges
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    Chapter 6 Universal Meshes for the Simulation of Brittle Fracture and Moving Boundary Problems
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    Chapter 7 Free Energy, Free Entropy, and a Gradient Structure for Thermoplasticity
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    Chapter 8 Comparison of Isotropic Elasto-Plastic Models for the Plastic Metric Tensor  $$C_p=F_p^T\, F_p$$ C p = F p T F p
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    Chapter 9 Quasi-Static Evolutions in Brittle Fracture Generated by Gradient Flows: Sharp Crack and Phase-Field Approaches
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    Chapter 10 Improving the Material-Point Method
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    Chapter 11 Meshfree Methods Applied to Consolidation Problems in Saturated Soils
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    Chapter 12 A Multiscale Microstructural Model of Permeability in Fractured Solids
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    Chapter 13 Thermal Diffusion in a Polymer Blend
Attention for Chapter 9: Quasi-Static Evolutions in Brittle Fracture Generated by Gradient Flows: Sharp Crack and Phase-Field Approaches
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