Finnie's Notes on Fracture Mechanics: Fundamental and Practical Lessons

by C. K. H. Dharan, B. S. Kang, Iain Finnie

Overview

This textbook consists primarily of notes by Iain Finnie who taught a popular course on fracture mechanics at the University of California at Berkeley. It presents a comprehensive and detailed exposition of fracture, the fundamentals of fracture mechanics and procedures for the safe design of engineering components made from metal alloys, brittle materials like glasses and ceramics, and composites. Interesting and practical problems are listed at the end of most chapters to give the student practice in applying the theory. A solutions manual is provided to the instructor. The text presents a unified perspective of fracture with a strong fundamental foundation and practical applications. In addition to its role as a text, this reference would be invaluable for the practicing engineer who is involved in the design and evaluation of components that are fracture critical.

This book also:

Presents details of derivations of the basic equations of fracture mechanics and the historical context of the development of fracture theory and methodology

Treats linear and nonlinear fracture mechanics methodologies beginning with a review of the basic equations of solid mechanics followed by solutions useful in fracture prediction

Illustrates the basis of linear elastic fracture mechanics (LEFM), practical applications of LEFM in the design of fracture-tolerant structural components

Offers interesting, practical, classroom proven problems at the end of most chapters
Includes instructor's solutions manual

Product Details

ISBN-13:	9781493924769
Publisher:	Springer New York
Publication date:	10/15/2016
Edition description:	1st ed. 2016
Pages:	249
Product dimensions:	6.10(w) x 9.25(h) x (d)

About the Author

C. K. H. Dharan is a Professor at the University of California at Berkeley. B. S. Kang is a Professor at Pusan National University. Iain Finnie was a Professor of a course on fracture mechanics at the University of California at Berkeley.

Table of Contents

The Nature of Fracture.- Stress-Strain and the Basic Equations of Solid Mechanics.- Some Solutions that are useful in Fracture Prediction.- The Basis of Linear Elastic Fracture Mechanics.- Applications of Linear Elastic Fracture Mechanics.- Fracture Prediction Beyond the Linear Elastic Range.- Cleavage and Ductile Fracture Mechanisms—The Microstructural Basis of Fracture Toughness.- The Fracture of Brittle Solids.- Fracture Mechanics of Composite Materials.