Here are the chapter names:
1) Prototypes of the theory of elasticity and viscoelasticity
2) Tensor analysis
3) Stress tensor
4) Analysis of strain
5) Conservation Laws
6) Elastic and plastic behavior of materials
7) Linear elasticity
8) Solutions of problems in elasticity by potentials
9) Two-dimensional problems in elasticity
10) Variational Calculus, energy theorems, saint-venant's principle
11) Hamilton's principle, wave propagation, applications of generalized coordinates
12) Elasticity and thermodynamics
13) Irreversible thermodynamics and viscoelasticity
Part 2 of Plane Elasticity notes. Please see attached.
This Problem Set is due on Friday, Oct. 26.
INTRODUCTION TO TENSOR CALCULUS and CONTINUUM MECHANICS
John H. Heinbockel
Very clear treatment on tensors and vector calculus, also free online!
Despite the title, the book covers very little specifically on geology. It works through stress, strain, and other tensor quantities, but assumes you know little about the math. Fully worked problems make up the bulk of the book following a few introcutory chapters. I've found it a nice review of the math, but haven't fully explored the solution sections. I got the book from Cabot Science Library here at Harvard. I wouldn't recommend buying it on amazon it's not worth the $72, but it is a nice addition to Timoshenko's theory of elasticity.
- Amazon.com reviews
- Content (by chapter):
- Mechanical Properties of Materials
- Axial Load
- Transverse Shear
- Combined Loadings
- Stress Transformation
- Strain Transformation
- Design of Beams and Shafts
- Deflections of Beams and Shafts
- Buckling of Columns
- Energy Methods
My undergraduate and master major is engineer mechanics. I have took several courses about this field, like theory of elasticity and mechanics of materials. But my major during master degree is plant bio-mechanics, especially the role of water surface tension and water transport. So I deeply feel that I need to learn solid mechanics again. That is why I choose this course.
I work in Prof. Weitz's group, and may focus on the experimental and theoretical research on soft matters or micro-fluid (cross field). But I think the knowledge and idea of solid mechanics is important no matter what we do in the futher.
This problem set is due on Friday, Oct. 19
Part 1 of Plane Elasticity notes. Please see attached.
Prior courses in solid mechanics : None.
Undergraduate major: Computational Mathematics
My strength related to this course: familiar with linear algebra and mulitivariables calculus
My weakness related to this course: poor intuition for mechanics models
Research group: Prof. Radovitzky's computational solid mechancis group at MIT
Research direction: to implement discontinuous Galerkin method into solid mechanics, especially for strain gradient theory
This course will give me lots of knowledge and insight for solid mechacis models
I will study some other mechancis courses, and this course is a start point.
Solid mechanics was at the top of my course list because of my interest in
materials. Prior courses in solid mechanics include undergraduate mechanics of
materials and an introduction to solid mechanics course. Mechanical engineering
was my undergraduate major. My main weakness related to this course is the
ability to take a real world problem, which is not spelled out and correctly
apply the theories learned in the course. My primary strength related to this
course is my understanding and interest of mechanics of materials. I have no
research group and no research direction. Solid mechanics will help in research
because the course will hopefully provide a greater understanding of mechanics
Hi, my name is Sun Min Jung and I am pursuing a Master of Science in Engineering Sciences. Thus I do not belong to a research group, but I am interested in doing research next semester for a 299r. I will be going into industry as a stress engineer, so this course will prepare me to have the necessary background for the job, as well as prepare me for a 299r next semester.
I took the course of Theory of Elasticity during my undergraduate study and the course of Finite Element Method during my master's study. And my major is Engineering Mechanics. Therefore, I have some fundamental knowledge in solid mechanics but not enough, since I have no background in the aspects of plasticity and large deformation theory. I am currently doing research under Professor Suo's group (http://www.seas.harvard.edu/suo/) and my research topic will focus on gel which is a kind of soft material. Therefore, the later part of this course will be especially valuable and helpful to my future research work.
My name is Eric Kiser. I am part of the seismology group at EPS. I am currently working on a back-projection method for imaging earthquakes. My undergraduate major was in geology at the University of Illinois. Some of the topics we are covering in ES 240 I have seen in my undergraduate geophysics classes. I'm hoping to obtain a better understanding of stress and strain from this course, so I can apply it to physical properties within the Earth.
This is my first Solid Mechanics course at this level. I have taken an introductory course during undergrad, however, called “Structural Mechanics”. This class introduced the basics of 3-D elasticity, and covered topics such as torsion theories, symmetric beams, shells, and buckling. I’ve also taken a class called Mechanics of Heterogeneous Materials, where we studied the behavior of composites and studied plate theory.
- my prior courses are mechancis of materials (ES 120) and intro to material science (ES 190)
- I am pursuing Harvard's co-terminal AB/SM degree, and have finished my undergraduate requirements in engineering scinces with a focus on Mechanical Engineering
- A definate plus is having taken the undergraduate class only a few years ago, and having much of the material presented in a very similar style which i have grown accustomed to. My weakness is always the math.
- I have been involved with Professor Wood's micro robotics lab and Professor Stone's Fluid dynamics lab, but am not currently working with either.
I have got the master degree of Solid Mechanics in University of Science and Technology of China. Actually, I have taken several courses related to this subject, such as strength of materials and the theory of elasticity. So, my strength may be that I have some knowledge about it, but my poor ability to solve PDE or even ODE could be the specific obstacle for studying this course. I will do research in Suo’s group(http://www.seas.harvard.edu/suo/), and my research may be related to soft matters, such as gels. Obviously, this course is essential for my future research, especially the topic about finite deformation.
My name is Maria Persson Gulda. I am a first year grad student at Harvard. I did my undergrad in Engineering Physics, with a minor in Applied Math, at University of Colorado at Boulder.
The classes from my undergrad that are closest related to this course are Classical Mechanics and Solid State Physics. I think my strength in ES 240 will be my applied math knowledge and my weakness will be my lack of courses in mechanics and/or materials.
This entry is meant to summarize my personal information, and the reasons why I am taking this class. Here are my responses to the bulleted topics:
- I have taken three courses relating to solid mechanics prior to ES 240. These were undergraduate classes taken at the Univ. of Delaware and they include: (1) Mechanics of Solids, (2) Material Science and Engineering, (3) Design of Machinery
- My undergraduate major was Mechanical Engineering
In terms of my background, I have taken two courses relating to solid mechanics. The first course was Mechanics of Deformable Bodies, which was an introductory strength of materials course. I have also taken a course called Aerospace Structures. In this course, the first half was devoted to elasticity and the second portion of the course was about solving problems relating to failure in aircraft. We were also introduced to Finite Element Analysis and performed labs using FEA software.
I majored in Mechanical Engineering as an undergraduate.
Part 4 of Elements of Elasticity. Please see attached.
This problem set is due on Friday, Oct. 12.