MEEM 6990 – Nonlinear Solid Mechanics
Department of Mechanical Engineering -
Engineering Mechanics
Michigan Technological University
Spring 2007
Instructor:
Dr.
Gregory M. Odegard
Office: 930 MEEM
Building
Phone:
(906)487-2329
Email:
gmodegar@mtu.edu
Classroom: B011 EERC Building
Time: M, W, F 11:05-11:55 pm
Office hours: Generally, my door is open all
week. However,
the best time to find me is M,
W, F 2:00-4:00 pm
Materials: The lecture notes,
assignments, and additional material is available via
WebCT
Prerequisite
courses:
MEEM 5110 - Continuum
Mechanics/Elasticity
Required text:
Holzapfel, G.A., “Nonlinear Solid
Mechanics: A Continuum Approach for Engineering”, John Wiley &
Sons, LTD.,
New York,
NY, 2000
Lectures:
Lectures will consist of material taken
from the textbook as
well as from other sources. PDF files of
the lecture notes are provided via WebCT.
Homework:
No late homework will be accepted.
Credit will not be given for homework that is not stapled
together. Students are encouraged to work with others
to complete homework assignments, however, all work turned in must be
original,
not a simple copy of someone else’s work.
Such copying with be considered as a breach of academic honesty
and
appropriate action will be taken.
Project:
Students will be required to prepare a
brief oral pressentation on a specialized topic in advanced
mechanics. The students are expected to conduct a full
literature review and report the most recent advances in the specific
field. The oral presentations will be graded on
technical content and overall quality. The project topic can be
related to your graduate research or another area of significant
interest in advanced mechanics. Topics must be approved by the
instructor. Key dates:
- Project
proposal (one full-page summary): Monday, January 29, 2007
- List
of references: Monday, Feburary 12, 2007
- Report
outline: Monday, Feburary 26, 2007
- Presentations:
April 16-20, 2007
Tentative
Grading:
Homework: 50%
Project: 50%
Tentative Course Topics:
1. Nonlinear elasticity
2. Hyperelasticity
3. Damage mechanics
4. Viscoelasticity
5. Poroelasticity
6. Jump conditions
7. Mechanics of biological tissue