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Comprehensive mechanics of materials / editor-in-chief, Vadim Silberschmidt.

Elsevier ScienceDirect Books Available online

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Format:
Book
Database & Article Index
Contributor:
Silberschmidt, Vadim, editor.
Language:
English
Subjects (All):
Materials--Mechanical properties.
Materials.
Physical Description:
1 online resource
Edition:
First edition.
Place of Publication:
Amsterdam, Netherlands : Elsevier, [2024]
Summary:
"Comprehensive Mechanics of Materials, Four Volume Set, provides a trove of practical information into the properties, performances, and applications of a vast array of commonly used materials. It equips readers with a clear understanding of the main mechanisms of deformation, damage, and fracture alongside methods to account for them in analysis, design, and optimization of components and structures. The book provides solutions to modern-day engineering problems, combining both a breadth and depth of coverage of advanced topics of mechanics of materials, including the latest types of materials, mechanical behaviors, mechanisms underpinning their deformation, damage, fracture behaviors, and more."-- Provided by publisher.
Contents:
Contents: Volume 1. Section 1: Fundamentals of mechanics of materials. Section 2: Mechanics of fracture and extreme states
Volume 2. Section 3: Experimental and computational mechanics of materials
Volume 3. Section 4: Mechanics of structural materials
Volume 4. Section 5: Mechanics of microstructured materials. Section 6: Mechanics of functional materials and biomaterials
e9780323906463v1_WEB
Cover
COMPREHENSIVE MECHANICS OF MATERIALS
CONTENTS OF VOLUME 1
EDITOR-IN-CHIEF BIOGRAPHY
LIST OF CONTRIBUTORS FOR VOLUME 1
Introduction to Mechanics of Materials
References
Homogenization of High Contrast Media-From Local Physics to Generalized Continua
Key Points
Introduction
Overview of Homogenization Method of Periodic Media
Contrasted Composites With Inner Resonance Effect
Strain-Gradient Model of Reinforced Media
Reticulated Media: Geometrical Contrast
The three transverse mechanisms of
Highly Contrasted Stratified Plates
Features of High-Contrast Stratified Plates
Contrasted Porous Media
Synthesis and Perspectives
Fundamentals of Peridynamics
Peridynamics
Numerical Implementation
Conclusions
Damage-Elasto-Plastic Spring for Micro-Structured Materials Derived With a Hemivariational Approach: Applied to Ultra...
Definition of the Action Functional and Damage and Plastic Kinematic Descriptors
Kinematic Restrictions of Motion
The Hemi-Variational Principle
The Elastic Internal and External Energies
The Dissipation Energy
Application of the Hemivariational Principle for the Equivalent UHPC Spring Model
Numerical Solution of the Equivalent Spring Model
Conclusion and Outlook
A Variational Approach to Address the Problem of Planar Nonlinear Beams
Nonlinear Shear-Deformable Planar Beams
Limit Cases
Generalization of Shear-Deformable Beam Models: A Higher-Order Shear Deformation Theory
Dynamics of Beams
Conclusion
Multi-Scale Approaches to Micro-Structured Materials Modeling
Mechanical Metamaterials
Granular and Particulate Media.
Biological Tissues
Conclusion and Outlooks
Fully Coupled Thermomechanical Modeling of Shape Memory Alloys: Further Applications to Analyze Fatigue, and...
One-Dimensional Model
Fatigue Analysis
Transformation-Induced Creep and Stress Relaxation
Finite Element Implementation
Further Developments to Address the Localization Phenomena
Acknowledgments
Appendix A
Appendix B
Appendix C
Linear Elastic Fracture Mechanics
Very High Cycle Fatigue (VHCF) of Materials: An Overview
VHCF Tests and Testing Equipment
VHCF Crack Formation Mechanisms
Design Against VHCF Failures: Statistical Modeling
Size-effect in VHCF
Very High Cycle Fatigue at Elevated Temperature
Challenges of High-Temperature Ultrasonic Fatigue Tests
Summary
Mechanics of Materials at High Temperature
Matrix Multiple Fracture of CMCs at High Temperature
Tensile Stress-Strain Behavior of CMCs at High Temperature
Creep-Fatigue Damage Evolution of CMCs at High Temperature
Cyclic-Fatigue Lifetime of CMCs at High Temperature
Deformation and Failure of Ductile and Brittle Solids in Extreme Dynamic Environments
Notation
Theory
Dynamic Tensile Failure: Spallation
Failure Mechanisms
Microstructure and Composition
Acknowledgment
Advanced Numerical Methods for Fracture Assessment
Modeling Features
Overview of Current Computational Methods
Selected Methods
Damage Mechanics for Quasi-Brittle Materials: Continuum and Lattice Descriptions
Key Points.
Introduction
Continuum Damage Mechanics Applied to Concrete
The Lattice Discrete Particle Model
Coarse Graining of Lattice Results and Comparison With a Damage Model
e9780323906463v2_WEB
CONTENTS OF VOLUME 2
LIST OF CONTRIBUTORS FOR VOLUME 2
Introduction to Experimental and Computational Mechanics of Materials
Introduction to the Volume
Concluding Remark
Comprehensive Full-Field Measurements via Digital Image Correlation
Introductory Remarks
Why Carry Out Experiments?
Integrated DIC
Raw DIC
Regularized DIC
Before Closing
Measuring the Mechanical Properties of Composites and the Factors Affecting Them
Basic Properties of Unidirectional Composites
Laminate Properties
Summary and Perspectives
Element-Based Simulation Technologies
Element-Based Discretisations
Non-Linear Finite Element Analysis
Interface Elements
The Partition-of-Unity Approach
Isogeometric Analysis
Damage Mechanics
Mesh Sensitivity
Cohesive-Zone Models
Plasticity
Concluding Remarks
Towards FDEM Based Hybrid Simulation Tools for AI Driven Virtual Experimentation in Science and Engineering
Glossary
FDEM Versus Finite Element Method
Some Mathematical Preliminaries
Material Law
Deformation Kinematics
Nodal Forces
Fluid Solid Interaction
A Smooth Contact Algorithm for the Combined Finite Discrete Element Method
Shell and Beam Elements
Fracture and Fragmentation in FDEM
Contact Detection in FDEM.
The Grand Challenge of Hardware and Parallelization in FDEM
Towards Virtual Experimentation and Artificial Intelligence
Meshfree Methods
Early Development
Galerkin Meshfree Methods
Collocation Meshfree Methods
Meshfree Approximation Functions
Approximations Based on Least-Squares Methods
Kernel Estimate
Reproducing Kernel Approximation
Discrete Reproducing Kernel Approximation
Implicit Gradients
Partition of Unity Methods
Smoothed Particle Hydrodynamics (SPH)
Discretization
Gradient Approximations
SPH for Solution of Conservation Equations
Basic Assumptions in SPH Equations
Accuracy of Discrete Equations and Corrected SPH
Equivalency of Corrected SPH and Other Meshfree Techniques
Stability of SPH
Reproducing Kernel Particle Method (RKPM)
Solving PDEs by the Galerkin Method
Large Deformation Analysis by Lagrangian Reproducing Kernel Approximation and Discretization
Large Deformation Analysis by Semi-Lagrangian Reproducing Kernel Approximation and Discretization
RKPM Smooth Contact Algorithm
RKPM Kernel Contact Algorithm
Peridynamics (PD)
Material Point Method (MPM)
Particle/Grid Transfers
Domain Integration in Galerkin Meshfree Methods
Stabilized Conforming Nodal Integration: First Order Galerkin Exactness
Variationally Consistent Integration: A Generalization of SCNI for Higher Order Galerkin Exactness
Stabilization of Nodal Integration
Application of Reproducing Kernel Particle Method
Application of Peridynamics
Application of Material Point Method
Conclusions and Outlook
Acknowledgement
Relevant Websites
Crystal Plasticity
Fundamentals
Kinematics
Constitutive Models.
Particularities of Relevant Crystal Structures
Single Crystal Solution Schemes
From Single- to Polycrystals
Transition to the Component Scale
Parameter Identification
Multi-Physics
Software Solutions
Summary and Outlook
Fast-Fourier Methods and Homogenization
Discretization Methods
Solution Methods
Selected Extensions
Conclusions and Possible Directions of Research
On Application of Probabilistic Relative Entropies in Homogenization of Fibrous Composites
Material Model and Homogenization
Probabilistic Approach and Relative Entropies
Computational Implementation
Numerical Experiments
Predictive Multiscale Paradigm for Computational Design Certification
Existing Certification Standards
Multiscale Modeling
Multiscale Methods - A Bedrock of Computational Certification
Challenges in Multiscale Modeling
Uncertainty
Uncertainty representation
Model errors
Complexity
Classification of Multiscale Methods
Upscaling-Based Multiscale Methods
Math-based (homogenization) upscaling methods
Physics-based upscaling methods
Methods enhancing computational efficiency of upscaling methods
Resolved-Scale Methods
Domain decomposition methods
Multigrid methods
Hierarchical methods
Multiple Temporal Scales
Data Generation and Image-Based Modeling
Data generation and Markov decision process
Generative AI for data supplementation
Artificial intelligence and machine learning
Model-free data-driven upscaling methods
Surrogate data-driven methods
Black-box surrogate modeling
Interpretable surrogate modeling.
Statistical Context for Multiscale Certification.
Notes:
Title from online title page (viewed on June 25, 2025).
Includes bibliographical references and index.
ISBN:
9780323906470
0323906478
OCLC:
1433097675
Access Restriction:
Restricted for use by site license.

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