PLEASE NOTE: If you are having problems viewing the files, please click here.
The Lectures are MP4 for phones or IPod stuff, or Real Video (.rm) files. You will need Real Player or Real Alternative to view the Real files. You can either left-click on the Lecture files and stream them over the web, or you can download them to your computer and play them from there by right-clicking “Download” then “Save Target As.” You cannot download the .rm files by merely right-clicking on them. That will only give you a short one-line rtsp file. Clicking on that will again stream the file over the web.
You will need Adobe Reader to view the Notes files. The Notes files can be viewed by left-clicking on them or you can download them to your computer by right-clicking and then “Save Target As.” The MP4 files can be downloaded by right-clicking and then “Save Target As.”
Textbook: The textbook used this semester is excellent – one of the best. You will definitely have to get one to use and understand the lectures below.
- Engineering Mechanics: Statics by R. C. Hibbeler, Prentice Hall, 12th Edition.
Looking for a textbook? The ISBN Number is 0136077900
Date |
LECTURES Click on View to view Real file Right click on “Download” to Mpg4 for iPhone, etc. |
NOTES Left click to view Right click to download |
Material Covered | Pages covered in text |
8-30-11 | View Class 1 Mpg4 | Class 1 Notes |
Forces as vectors. Breaking forces into components. Adding vectors. Vector notation. Finding resultants for multiple vectors. | 1-37 |
9-1-11 | View Class 2 Mpg4 | Class 2 Notes |
Addition of 3-D force systems, direction cosines of 3-D forces, unit vectors along axes and forces, position vectors from origin to a point, position vectors from point to point, how to specify a force passing through two points in space. Dot products. |
38-68 |
9-6-11 | View Class 3 Mpg4 | Class 3 Notes |
Equations of equilibrium, springs, pulleys, construction of free bodies, example problems. | 69-95 |
9-8-11 | View Class 4 Mpg4 | Class 4 Notes |
Geometry problems with a little statics thrown in. 2-D vs. 3-D problems. Example 3-D problems. | 96-107 |
9-13-11 | View Class 5 Mpg4 | Class 5 Notes |
Moments, 2-D and 3-D. Moment vectors. Moment resultants. Vector operations. Moments about a point – r cross F. |
108-124 |
9-15-11 | View Class 6 Mpg4 | Class 6 Notes |
Moments about an axis through a point – u dot r cross F. 2-D and 3-D examples. | 124-145 |
9-20-11 | View Class 7 Mpeg4 | Class 7 Notes |
Moments of couples, examples, simplification of forces and moments, reduction of distributed loads into a single equivalent load at a point, example. Practice with finding moment of a force about an arbitrary axis. Determining the area and location of the centroid of a distributed load. Replacing concentrated loads with an equivalent single force and a moment about a point. |
146-192 |
9-22-11 | View Class 8 Mpeg4 | Class 8 Notes |
Determination of centroids of lines, areas, weights, masses, volumes. | 447-471 |
9-27-11 | View Class 9 Mpeg4 | Class 9 Notes |
Example problems – centroids of lines, areas, masses, theorems of Pappus and Guldinus (rotating lines abut an axis to get surface areas, rotating an area about an axis to get a volume) |
472-498 |
9-29-11 | View Class 10 Mpeg4 | Class 10 Notes |
Pressure forces on surface areas. Moments of inertia using direct integration | 499-516 |
10-04-11 | View Class 11 Mpeg4 | Class 11 Notes |
More cases of moment of inertia by direct integration. Moments of inertia of composite shapes. | 517-522 |
10-06-11 | View Class 12 Mpeg4 | Class 12 Notes |
Equilibrium in three dimensions, supports and reactions, use of geometry in some examples, how to place forces normal to surfaces upon which they act, example problems, concentrated moments on beams. |
199-223 |
10-11-11 | View Class 13 Mpeg4 | Class 13 Notes |
Equilibrium of 2-D beams and frames | 214-225 |
10-13-11 | Quiz A | |||
10-18-11 | View Class 15 Mpeg4 | Class 15 Notes |
Two-force members vs. Three-force members. Solution of forces on frames. | 225-236 |
10-20-11 | View Class 16 Mpeg4 | Class 16 Notes |
Forces in 3-D structures. Forces in trusses by method of joints. | 238- |
10-25-11 | View Class 17 Mpeg4 | Class 17 Notes |
Forces in trusses by method of joints and method of sections. Zero-force members in trusses. | |
10-27-11 | View Class 18 Mpeg4 | Class 18 Notes |
Forces in 3-D trusses, forces in 2-D trusses. Problem 6-30, Forces in frames. | |
11-01-11 | View Class 19 Mpeg4 | Class 19 Notes |
Frames, pulleys, beams | |
11-03-11 | View Class 20 Mpeg4 | Class 20 Notes |
Internal member forces by equilibrium. Three-dimensional member forces. | |
11-08-11 | View Class 21 Mpeg4 | Class 21 Notes |
Drawing shear and moment diagrams. See Training/Practice with shear and moment diagrams for some excellent examples. Quiz B |
|
11-10-11 | View Class 22 Mpeg4 | Class 22 Notes |
Equations for shear and moment in structures. Shear and moment diagrams |
|
11-15-11 | View Class 23 Mpeg4 | Class 23 Notes |
Shear and moment diagrams | |
11-17-11 | View Class 24 Mpeg4 | Class 24 Notes |
Shear and moment diagrams for frames | |
11-22-11 | View Class 25 Mpeg4 | Class 25 Notes |
Cables | |
11-29-11 | View Class 26 Mpeg4 | Class 26 Notes |
Friction | |
12-01-11 | View Class 27 Mpeg4 | Class 27 Notes |
Wedges, Screw Jacks, Belt Friction | |
12-06-11 | Pop Quiz Reviews | Class 28 Notes |
Pop Quiz Reviews for Final Exam | |
Final Exam |
The above links will be dead until we actually generate the notes and I get them posted.
Email me if I forget to post a set: Lowery@tamu.edu
03-15-12 – (add MP4 files)
09-16-10 – 03-15-12 = 2465
09-14-01 – 09-15-10 = 1677
05-11-09 – 09-13-09 = 11907
05-11-09 – 09-13-09 = ?
12-24-08 – 05-10-09 = 303
05-12-08 – 12-23-08 = 405
12-06-07 – 05-11-08 = 303