textbooks

Fundation of Fracture Theory <断裂理论基础>

Actually, I don't know much about Fracture Mechanics. This is the book that my previous teach in Beijing Inst of Tech recommended it to me. I think it is good.


Kamyar M Davoudi's picture

Some books on Fracture Mechanics

Fracture Mechanics, Fundamentals and Applications, T.L. Anderson, CRC Press, 3rd Ed., 2004.


This book is in line with what Zhigang is teaching in class. Because Kejie and Widusha have already recommended this book, I would like to introduce you some other books as well as a different approach to cracks and Fracture Mechanics.


Kejie Zhao's picture

ES247: Fracture Mechanics, Fundamentals and Applications. 3rd Edition

The book I recommend for reading is Fracture mechanics: fundamentals and applications, by T.L.Anderson, 3rd edition, 2005. I first saw this book on the top list of reading materials of Brown U. When I have it I found so pleasent to read through it. Here is the short-list of its content

Chapter 1: Introduction: History and overview

Chapter 2:Fundamental concepts: linear elastic fracture mechanics

Chapter 3: Elastic-plastic mechanics

Chapter 4: Dynamic and time-dependent fracture

Chapter 5: Material behavior: Fracture mechanics in metals

Chapter 6: Fracture mechanics in nonmetals (engineering plastics, polymers, fiber-reinforced plastics, ceramics)

Chapter 7: Fracture toughness testing of metals


Cai Shengqiang's picture

Dynamic fracture mechanics

Dynamic fracture mechanics is written by a very well known professro-L B Freund. Honestly, I have only read a small part of the book. However, I recommend this book because after reading this book, you can learn many things which haven't be touched in the class, as stated by Zhigang in the beginning of the class.

Generally speaking, dynamic fracture just include the inertia effect during the fracture process. The inertia effect can either from fast loading or the stress wave radiated from the crack tip. The concept of dynamic fracture in earthquake and other geophysics phenonmenon become extremmely import. The prediction of crack path and the instability of crack propagation also make the study of dynamic fracture important.


Denvid Lau's picture

Atomistic Modeling of Materials Failure by M. J. Buehler

This book is an introduction to molecular and atomistic modeling techniques applied to solid deformation and fracture.  Focusing on various brittle, ductile and geometrically confined materials, this book includes computational methods at the atomistic scale, and describes how these techniques can be used to model the dynamics of crack, dislocations and other deformation mechanisms.

I like this book a lot because it covers a variety of research fields which include material science, computer science and bioengineering, as well as providing a comprehensive and up-to-date review on the development of the molecular dyanamics simulation, with a focus on the application of fracture mechanics.


Lihua Jin's picture

Elementary Engineering Fracture Mechanics by David Broek

I think this book is a good complement to the course Fracture Mechanics ES 247. There are several reasons:

1. This book is written from an engineering point of view, which is different from our class. In the first chapter Introduction, the book gives some engineering cases of fracture and fatigue. In chapter 3, the stress field is given for the different cracks with engineering importance. This book has two parts. one is Principle, and the other is Application, with a lot of engineering practical problems. Although I haven't read the second part, I think it will well complement our course.


Ajit R. Jadhav's picture

Bending and 2D Elasticity: Going Back in Time

The following is a (relatively minor) question which had occurred to me more than two decades ago. By now I have forgotten precisely when it was... It could have been when I was in my TE (third year engineering) at COEP. ... Or, perhaps, it was later on, when I as at IIT Madras (studying stress analysis on my own). ... I don't remember precisely when it occurred to me, only *how* it did---it was when I was poring over the first part of Dieter's book.

IMHO, a matter like this should have been explicitly dealt with by the undergraduate texts on solid mechanics / elasticity. But, none does. Without straining your curiosity any further, let me tell you what that (minor) problem is:


Mechanics of Materials by F.P. Beer, E.R. Russell Johnston Jr. and J.T. DeWolf

Mechanics of Materials is the book I used for my undergraduate course in strength of materials and it helped me understand the basics, and hence my selection. 

The outline is as follows:

Ch. 1: Introduction -  concepts of stress

Ch. 2: Stress and strain - axial loading

Ch. 3: Torsion

Ch. 4: Pure bending

Ch. 5: Analysis and design of beams for bending

Ch. 6: Shearing stresses in beams and thin-walled members

Ch. 7: Transformations of stress and strain

Ch. 8: Principal stresses under a given loading

Ch. 9: Deflection of beams

Ch. 10: Columns

Ch. 11: Energy methods 

 


bjordan555's picture

Textbook recommendation


Question 16


Matt Pharr's picture

Mechanical Behavior of Materials by M. A. Meyers and K. K. Chawla

http://www.amazon.com/Mechanical-Behavior-Materials-Marc-Meyers/dp/1427614822/ref=pd_cp_b_0?pf_rd_p=413864201&pf_rd_s=center-41&pf_rd_t=201&pf_rd_i=0521866758&pf_rd_m=ATVPDKIKX0DER&pf_rd_r=0S0M88CGD0M7DMFVDEEB

 

This link contains basic book information and reviews of the book.  The content of the book is as follows:

 

1.
Materials: structure, properties and performance

2. Elasticity and
viscoelasticity


Advanced Mechanics of Materials by Roman Solecki and R. Jay Conant

--This is the book I used for my junior-year solid mechanics class as a mechanical engineer.  You an read more about it here: http://www.amazon.com/Advanced-Mechanics-Materials-Roman-Solecki/dp/0195143728/ref=sr_1_3?ie=UTF8&s=books&qid=1224209659&sr=8-3

--The book covers a wide range of topics, starting with a standard chapter on intro to stress and strain.  It then quickly moves to more advance topics, including numerical methods/finite element analysis, and a good section on buckling and vibration.


Sung Hoon Kang's picture

ES 240 Homework 16

* Title of the post: Theory of Elasticity by S.P. Timoshenko and J.N. Goodier

 

 

* If there are already helpful reviews of the book online, please make a hyperlink in your


Cai Shengqiang's picture

A E Love -Treatise on the Mathematical Theory of Elasticity

I recommend this classic book to persons, who want to learn something more about elasticity that cannot be found in traditional books. It's a pretty valuable and inspiring book in elasticity today, although it was written by Love more than 100 years ago. It included many  impressive topics such as equilibirum of anistropic elastic solid bodies, the equilibrium of a elastic sphere, plates and shells. As far as I know, this book is frequently quoted in recent artilces. However, it will be very tough to read this book, even though you have some basic knowledge about elasticity.  I have only scanned some chapters.  Everyone should have a try.


Stress and Strain: Basic Concepts of Continuum Mechanics for Geologists

This book begins by describing real life examples of mechanical states of different materials.  The book next discusses stress.  This discussion includes force, mohr circles, tensor components of stress, and stress fields.  Next strain is discussed.  This ranges from measuring deformation to tensor components of infinite and finite strain.  The book concludes by outlining different material behaviors.  These include Hookean behavior and Newtonian behavior.  This last section also discusses energy consumed in deformation.

 This book presents material in the same sequence as it is discussed in class, but with more attention to details.  This helps to fill in the gaps for things that students might miss during the lectures.


Yuhang Hu's picture

HW 15

Title: Theory of Plates and Shells

Author:  Stephen P. Tomoshenko and S. Woinowsky-Krieger

Contents:

Chapter 1: Bending of long rectangular plates to a cylindrical surface .

Chapter 2: Pure bending of plates.

Chapter 3: Symmetrical bending of circular plates

Chapter 4: Small deflections of laterally loaded plates

Chapter 5: Simply supported rectangular plates

Chapter 6: Rectangular plates with various edge conditions

Chapter 7: Continuous rectangular plates

Chapter 8: Plates on elastic foundation

Chapter 9: Plates of various shapes

Chapter 10: Special and approximate methods in theory of plates


15. Recommend a textbook that you think will help students in this course

Theory of Elasticity by Landau and Lifshitz.

http://www.amazon.com/Theory-Elasticity-Third-Theoretical-Physics/dp/075062633X

content:
1 fundamental equations
2 the equilibrium of rods and plates
3 elastic waves
4 dislocations
5 thermal conduction and viscosity in solids
6 mechanics of liquid crystals


Sun Min Jung's picture

ES 240 - Sun Min Jung Q15

If I were to recommend one textbook that will help students in this course it would obviously be the "Theory of Elasticity" by Timoshenko and Goodier. But you could have found that out by simply looking at the course syllabus, so I will also recommend the following books that are helpful in other areas of the course: "Mathematical Phyiscs" by Kusse and Westwig, "Mechanics of Materials" by Beer and Johnson, and "Advanced Engineering Mathematics" by Greenberg.


Mechanics of Materials by F. Beer, E. R. Johnston, and J. T. DeWolf

Mechanics of Materials was used as the textbook in my undergraduate solid mechanics course. It is an introductory book which gives a great overview of the basic concepts needed for solid mechanics . The material is presented in a way that makes it easy to understand with many practical examples. I learn material best when I am shown how theories are applied and this book does that very well. It also dives into detail of some practical applications of fundamental solid mechanics. The book explores axial loading, torsion, pure bending, analysis of beams, shearing stresses in beams, transformations, principal stresses, deflection of beams, columns, and energy methonds.


Crystallography and Crystal Defects by A. Kelly and G. W. Groves

This book may not seem like it would help in this course very much, but I used it for the problem set that we had on the compliance and stiffness matrices.  The portions of the text that pertain to this course are Chapters 4 and 5.  Chapter 4 is about tensors.  This chapter also includes a review of suffix notation with dummy indicies.  Chapter 5 is about stress, strain and elasticity.  I used this chapter for better understanding of the tensor notation and to see how to work with the stiffness and compliance matrices.  The rest of the text is about crystal structures, defects in crystals, and transformations of crystals.  But Chapters 4 and 5 have helped me.


Deformable Bodies and Their Material Behavior by HW Haslach and RW Armstrong

Deformable Bodies and Their Material Behavior by HW Haslach and RW Armstrong is a great reference book for solid mechanics. This text discusses a wide variety of materials, the relationships between applied stresses, displacements and material properties, the mathematical approximations to predict mechanical behaviors, and the practical uses for the theory. The text helps to understand how the theory can be applied to practical problems. The text has many worked examples to common problems.


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