2. EGR 209: Solid Mechanics Syllabus
PADNOS SCHOOL OF ENGINEERING, GRAND VALLEY STATE UNIVERSITY
COURSE OUTLINE, FALL SEMESTER 1999
There are three objectives for this course. First it is important that you master the content of this course as this is the foundation for engineering analysis as well as almost all of the mechanical engineering courses that follow. Second, it is important that you master the engineering approach to problem solving. Finally, you will be expected to develop critical thinking skills by applying concepts learned in class to mechanical systems.
Dr. John Farris
Assistant Professor, School of Engineering
Office: Pad 146 OR Suite 618, Eberhard Center
SEC A: M, T, W, F, 8-9am, PAD 168
SEC B: M, W, 10-11am, F, 9-11am, MAK 2341
2.7 Engineering Mechanics; Statics (with Mathcad supplement), by R. W. Soutas-Little and D.J. Inman, Prentice Hall
2.8 Mechanics of Materials, by J.M. Gere and S.P. Timoshenko, PWS Publishing
2.9 EGR 209/210 -Statics and Solid Mechanics Lecture Notes, by H. Jack
EGR 209 students must have taken Physics 230 and Math 202
There will be a final exam. There will also be two midterm tests, each one hour in duration. All students will be expected to write tests at the scheduled time, make-up tests will be given only in the most extreme circumstances at the discretion of the instructor.
Within the first few lectures a project topic will be chosen. The selected mechanical structure will be analyzed over the term as relevant material is covered. Segments of the report will be judged acceptable (100%)/not-acceptable(0%). In the event a portion of the work is not acceptable, there will be a single chance to correct it. As with the work of a Professional Engineer, at any time your work may be reviewed, and the grade changed. The project will be kept up to date by adding to relevant web pages. The work will be done in groups of three students.
You will not be able to learn this material if you do not do problems. To encourage you to do homework in a professional manner, random samples of the assignments will be collected and graded. This homework may be collected as soon as the next class after introduction, and when collected it is due immediately. All homework solutions should be logical, concise, clear, and readable.In general the following rules should be observed,
Do all work on engineering computation paper, or on Mathcad.
Multiple page solutions should be stapled and given page numbers.
At the top of the page indicate your name, the date the work was done, and the course number.
Each problem should begin with a brief problem statement (do not copy out the question).
Free body diagrams will be required for most solutions, and should appear before the calculations.
The problem solution should be concise, logical, clear, neat, and correct.
The final answer should be clearly indicated with a box, or leader lines.
Mathcad solutions should be done entirely within Mathcad (i.e., not with a calculator or scrap paper)
The grade for this course will be determined as follows:
Analysis Project 15%
Dates Lec.# Topic
08/30 1 Course overview: introduction to statics
2 Force scalars and vectors
3 Vector addition and subtraction
4 Particle equilibrium and force triangles
09/08 5 Projected forces with unit vectors and dot products
6 3D force vectors
09/13 7 3D particle equilibrium
8 Equilibrium and free body diagrams
9 Mechanical components
10 Axial and shear stress
09/20 11 Analysis of stress in rigid bodies
12 Oblique and generalized stress
13 Strain and Failure
14 Shear strain
15 Moments using components
10/04 16 Moments using cross products
17 Equilibrium of moments
18 3D Moments
10/11 20 Introduction to mass properties
21 Centroids using integration
22 Centroids using composite sections
23 Parallel axis theorem
10/18 24 Moments and Forces on 3D objects
25 Equilibrium of Rigid Bodies
26 Stress failure
27 Loading and Factor of Safety
10/25 28 Strain failure
29 Introduction to Truss Analysis and Project
11/01 30 Method of members for machine frames
31 Method of sections
32 Method of joints
33 Review of Trusses and Frames
11/08 34 Internal forces in members and beams
35 Simple bending and shear
36 P, V, M diagrams
37 Normal, shear and bearing stress
11/15 38 Moments of inertia
39 Pure bending
40 Transverse Loading
41 Introduction to friction
11/22 42 Wedge friction
43 Belt friction
11/29 Bridge Testing
MARK CONVERSION CHART:
The chart below shows how the numerical grades in the course will be converted to letter grades.