Linked e-resources
Details
Table of Contents
Intro
Preface
Contents
1 Fundamental Theory of Fracture Mechanics of Nonhomogeneous Materials
1.1 Internal Crack
1.1.1 Basic Equations for Nonhomogeneous Materials
1.1.2 Crack-Tip Fields for Homogeneous Materials
1.1.3 Crack-Tip Fields for Nonhomogeneous Materials
1.1.4 Crack-Tip Fields for Nonhomogeneous Orthotropic Materials
1.2 Interface Crack
1.2.1 Crack-Tip Fields of an Interface Crack
1.2.2 Crack-Tip Fields of an Interface Crack Between Two Nonhomogeneous Media
1.3 Three-Dimensional Curved Crack
1.3.1 Internal Crack
1.3.2 Interface Crack
2.2.3 Arbitrarily Oriented Crack in a Double-Layered Structure
2.3 Crack Problems in Orthotropic Nonhomogeneous Materials
2.3.1 Basic Equations and Boundary Conditions
2.3.2 Solutions to Stress and Displacement Fields
2.3.3 Crack-Tip SIFs
2.4 Transient Crack Problem of a Coating-Substrate Structure
2.4.1 Basic Equations and Boundary Conditions
2.4.2 Solutions to Stress and Displacement Fields
2.4.3 Crack-Tip SIFs
2.5 Representative Examples
2.5.1 Example 1: Arbitrarily Oriented Crack in an Infinite Nonhomogeneous Medium
2.5.2 Example 2: Interface Crack Between the Coating and the Substrate
2.5.3 Example 3: Cross-Interface Crack Perpendicular to the Interface in a Double-Layered Structure
2.5.4 Example 4: Inclined Crack Crossing the Interface
2.5.5 Example 5: Vertical Crack in a Nonhomogeneous Coating-Substrate Structure Subjected to Impact Loading
Appendix 2A
References
3 General Model for Nonhomogeneous Materials with General Elastic Properties
3.1 Piecewise-Exponential Model for the Mode I Crack Problem
3.1.1 Piecewise-Exponential Model (PE Model)
3.1.2 Solutions to Stress and Displacement Fields
3.1.3 Crack-Tip SIFs
3.2 PE Model for Mixed-Mode Crack Problem
3.2.1 Basic Equations and Boundary Conditions
3.2.2 Solutions to Stress and Displacement Fields
3.2.3 Crack-Tip SIFs
3.3 PE Model for Dynamic Crack Problem
3.3.1 Basic Equations and Boundary Conditions
3.3.2 Solutions to Stress and Displacement Fields
3.3.3 Crack-Tip SIFs
3.4 Representative Examples
3.4.1 Example 1: Mode I Crack Problem for Nonhomogeneous Materials with General Elastic Properties
Preface
Contents
1 Fundamental Theory of Fracture Mechanics of Nonhomogeneous Materials
1.1 Internal Crack
1.1.1 Basic Equations for Nonhomogeneous Materials
1.1.2 Crack-Tip Fields for Homogeneous Materials
1.1.3 Crack-Tip Fields for Nonhomogeneous Materials
1.1.4 Crack-Tip Fields for Nonhomogeneous Orthotropic Materials
1.2 Interface Crack
1.2.1 Crack-Tip Fields of an Interface Crack
1.2.2 Crack-Tip Fields of an Interface Crack Between Two Nonhomogeneous Media
1.3 Three-Dimensional Curved Crack
1.3.1 Internal Crack
1.3.2 Interface Crack
2.2.3 Arbitrarily Oriented Crack in a Double-Layered Structure
2.3 Crack Problems in Orthotropic Nonhomogeneous Materials
2.3.1 Basic Equations and Boundary Conditions
2.3.2 Solutions to Stress and Displacement Fields
2.3.3 Crack-Tip SIFs
2.4 Transient Crack Problem of a Coating-Substrate Structure
2.4.1 Basic Equations and Boundary Conditions
2.4.2 Solutions to Stress and Displacement Fields
2.4.3 Crack-Tip SIFs
2.5 Representative Examples
2.5.1 Example 1: Arbitrarily Oriented Crack in an Infinite Nonhomogeneous Medium
2.5.2 Example 2: Interface Crack Between the Coating and the Substrate
2.5.3 Example 3: Cross-Interface Crack Perpendicular to the Interface in a Double-Layered Structure
2.5.4 Example 4: Inclined Crack Crossing the Interface
2.5.5 Example 5: Vertical Crack in a Nonhomogeneous Coating-Substrate Structure Subjected to Impact Loading
Appendix 2A
References
3 General Model for Nonhomogeneous Materials with General Elastic Properties
3.1 Piecewise-Exponential Model for the Mode I Crack Problem
3.1.1 Piecewise-Exponential Model (PE Model)
3.1.2 Solutions to Stress and Displacement Fields
3.1.3 Crack-Tip SIFs
3.2 PE Model for Mixed-Mode Crack Problem
3.2.1 Basic Equations and Boundary Conditions
3.2.2 Solutions to Stress and Displacement Fields
3.2.3 Crack-Tip SIFs
3.3 PE Model for Dynamic Crack Problem
3.3.1 Basic Equations and Boundary Conditions
3.3.2 Solutions to Stress and Displacement Fields
3.3.3 Crack-Tip SIFs
3.4 Representative Examples
3.4.1 Example 1: Mode I Crack Problem for Nonhomogeneous Materials with General Elastic Properties