2nd Edition. — Springer International Publishing, Switzerland, 2017. — 428 p. — ISBN10: 3319249975.
Explains computational and engineering approaches for solving crack-related problems using straightforward mathematics that facilitate comprehension of the physical meaning of crack growth processes;
Expands computational understanding with theoretical concepts and detailed treatments of formula derivation;
Presents analytical methods for deriving stress and strain functions related to fracture mechanics;
Reinforces concepts and modeling techniques with example problems that support comprehension and application of a particular theory
The second edition of this textbook includes a refined presentation of concepts in each chapter, additional examples; new problems and sections, such as conformal mapping and mechanical behavior of wood; while retaining all the features of the original book. The material included in this book is based upon the development of analytical and numerical procedures pertinent to particular fields of linear elastic fracture mechanics (LEFM) and plastic fracture mechanics (PFM), including mixed-mode-loading interaction. The mathematical approach undertaken herein is coupled with a brief review of several fracture theories available in cited references, along with many color images and figures. Dynamic fracture mechanics is included through the field of fatigue and Charpy impact testing.
Theory of Elasticity
Introduction to Fracture Mechanics
Linear-Elastic Fracture Mechanics
Linear-Elastic Field Equations
Crack Tip Plasticity
The Energy Principle
Elastic-Plastic Fracture Mechanics
Mixed-Mode Fracture Mechanics
Fatigue Crack Growth
Fracture Toughness Correlations
Appendix. Metric Conversions