|
|
|||||||||
|
Engineering Mechanics ENS 2021 |
|||||||||
|
Class Hours: 2.0 |
|
Credit Hours: 2.0 |
|
||||||
|
Laboratory Hours: 0.0 |
|
Revised: Fall 06 |
|
||||||
|
Catalog Course
Description: |
|
|
|||||||
|
|
Review of vector algebra. Statics of
two-dimensional trusses and frames, including methods of joints and sections.
Geometric properties of cross sections, including first and second moments
and location of centroid. Inertial properties of
rigid bodies, including moment of inertia and location of mass center. |
||||||||
|
Entry Level Standards: |
|
|
|||||||
|
|
Students entering this
course must have a comprehensive knowledge of mathematics, including
knowledge of algebra, trigonometry, and geometry, and basic engineering physics
concepts including vectors and |
||||||||
|
Prerequisites: |
|
|
|||||||
|
|
ENS 1510 |
||||||||
|
Corequisites: |
|
||||||||
|
|
ENS 1520 |
||||||||
|
Textbook(s) and Other
Course Materials: |
|
||||||||
|
|
Beer and Johnson. Vector
Mechanics for Engineers: Statics. 8th ed.
McGraw-Hill. 2006 |
||||||||
|
I. Week/Unit/Topic
Basis: |
|
|
|||||||
|
|
|||||||||
|
|
Week |
Topic |
|||||||
|
|
1 |
Vectors |
|||||||
|
|
2 |
Force Vectors |
|||||||
|
|
3 |
Moments of a Force |
|||||||
|
|
4 |
Particle Equilibrium |
|||||||
|
|
5 |
Particle Equilibrium |
|||||||
|
|
6 |
Rigid Body Equilibrium |
|||||||
|
|
7 |
Rigid Body Equilibrium |
|||||||
|
|
8 |
Trusses |
|||||||
|
|
9 |
Trusses |
|||||||
|
|
10 |
Frames |
|||||||
|
|
11 |
Frames |
|||||||
|
|
12 |
|
|||||||
|
|
13 |
Second Moment of Area |
|||||||
|
|
14 |
Moment of Inertia |
|||||||
|
|
15 |
Final
Exam Period |
|||||||
|
II. Course Objectives*: |
|
|
|||||||
|
|
A. |
Use mathematical principles
to perform scalar and vector operations for two and three-dimensional forces. I.6, VI.1, VI.2, VI.3, VI.4, VI.5, VII.3,
VII.4, VII.5, VII.6. |
|||||||
|
|
B. |
Use mathematical principles
to calculate the moment of a force about a point, primary axis and specified
line. I.6, VI.1, VI.2, VI.3, VI.4, VI.5, VII.3, VII.4, VII.5, VII.6. |
|||||||
|
|
C. |
Use mathematical principles
to analyze and solve problems dealing with two and three-dimensional particle
equilibrium. I.6, VI.1, VI.2, VI.3, VI.4, VI.5, VII.3, VII.4, VII.5, VII.6. |
|||||||
|
|
D. |
Use mathematical principles
to analyze and solve problems dealing with two and three-dimensional rigid
body equilibrium. I.6, VI.1, VI.2, VI.3, VI.4, VI.5, VII.3, VII.4, VII.5,
VII.6. |
|||||||
|
|
E. |
Use mathematical principles
to analyze and solve problems dealing with two dimensional analysis
of trusses and frames. I.6, VI.1, VI.2, VI.3, VI.4, VI.5, VII.3, VII.4,
VII.5, VII.6. |
|||||||
|
|
F. |
Use mathematical principles
to determine center of gravity and moment of inertia for a body of mass. I.6,
VI.1, VI.2, VI.3, VI.4, VI.5, VII.3, VII.4, VII.5, VII.6. |
|||||||
|
*Roman numerals after
course objectives reference goals of the (career/technical program or university parallel) program. |
|||||||||
|
III. Instructional
Processes*: |
|
|
|||||||
|
Students will: |
|
|
|
||||||
|
|
1. |
Actively listen to class
lectures and participate in class discussions that develop and reinforce an
understanding of the theories, concepts, principles, and applications of
engineering mechanics. Communication
Outcome, Mathematics Outcome, Technological Literacy Outcome, Active Learning
Strategies |
|||||||
|
|
2. |
Use critical thinking to
solve problems presented in the book, class projects, and class exams. Communication Outcome, Mathematics
Outcome, Technological Literacy Outcome, Active Learning Strategies |
|||||||
|
|
3. |
Use technology available to
expand upon or solve problems in the text; examples may include software
packages such as MATLab, Working Model, and MD
Solids. Mathematics Outcome,
Technological Literacy Outcome |
|||||||
|
*Strategies
and outcomes listed after instructional processes reference TBR's goals for strengthening general education knowledge
and skills, connecting course work to experiences beyond the classroom, and
encouraging students to take active and responsible roles in the educational
process. |
|||||||||
|
IV. Expectations for Student Performance*: |
|
|
|||||||
|
Upon
successful completion of this course, the student should be able to: |
|||||||||
|
|
1. |
Perform vector operations.
A |
|||||||
|
|
2. |
|
|||||||
|
|
3. |
Add and subtract forces
using vector analysis. A |
|||||||
|
|
4. |
Calculate the moment of a
force about a point, an axis, and a line using both scalar and vector
analysis. B |
|||||||
|
|
5. |
Calculate the moment of a
couple. B |
|||||||
|
|
6. |
Draw Free Body Diagrams. C,
D, E |
|||||||
|
|
7. |
Calculate forces in
coplanar two and three dimensional force systems. C |
|||||||
|
|
8. |
Calculate forces at
supports in two and three dimensional rigid body systems. D |
|||||||
|
|
9. |
Determine the internal
forces in each member of a two dimensional truss using the method of joints
analysis. E |
|||||||
|
|
10. |
Determine the internal
forces in each member of a two dimensional truss using the method of sections
analysis. E |
|||||||
|
|
11. |
Calculate the forces at
each support and connection in a two dimensional frame. E |
|||||||
|
|
12. |
Determine the center of
gravity, centroid and center of mass for a body. F |
|||||||
|
|
13. |
Calculate the moment of
inertia for an area using the basic definitions and parallel axis theorem. F |
|||||||
|
|
14. |
Calculate the moment of
inertia for an area using the radius of gyration. F |
|||||||
|
|
15. |
Calculate the moment of
inertia for an area using integration. F |
|||||||
|
*Letters
after performance expectations reference the course objectives listed above. |
|||||||||
|
V. Evaluation: |
|
|
|||||||
|
|
A.
Testing Procedures: 100% |
||||||||
|
|
Six module exams (45%) Homework (15%) Comprehensive Final Exam
(30%) Quizzes (10%) |
||||||||
|
|
B.
Laboratory Expectations: |
||||||||
|
|
N/A |
||||||||
|
|
C.
Field Work: |
||||||||
|
|
N/A |
||||||||
|
|
D.
Other Evaluation Methods: |
||||||||
|
|
N/A |
||||||||
|
|
E.
Grading Scale: |
||||||||
|
|
A
92 - 100 |
||||||||
|
VI. Policies: |
|
|
|||||||
|
|
A.
Attendance Policy: |
||||||||
|
|
|
||||||||
|
|
B.
Academic Dishonesty: |
||||||||
|
|
Academic misconduct
committed either directly or indirectly by an individual or group is subject
to disciplinary action. Prohibited activities include but are not limited to
the following practices: Cheating, including but not limited to unauthorized
assistance from material, people, or devices when taking a test, quiz, or
examination; writing papers or reports; solving problems; or completing
academic assignments. In addition to other possible disciplinary sanctions
that may be imposed as a result of academic misconduct, the instructor has
the authority to assign either (1) and F or zero for the assignment or (2)
and F for the course. |
||||||||
|
|
C.
Accommodations for disabilities: |
||||||||
|
|
If you need accommodations because of a disability, if you have
emergency medical information to share, or if you need special arrangements
in case the building must be evacuated, please inform the instructor
immediately. Please see the instructor privately after class or in his/her
office. Students must present a current accommodation plan from a staff
member in Services for Students with Disabilities (SSWD) in order to receive
accommodations in this course. Services for Students with Disabilities may be
contacted by going to Goins 127 or 131 or by phone: 694-6751(Voice/TTY) or
539-7153. |
||||||||