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1
De La Salle University- Dasmariñas
Dasmariñas, Cavite
COLLEGE OF ENGINEERING, ARCHITECTURE AND TECHNOLOGY
Engineering Department
Civil Engineering and Sanitary Engineering Program
COURSE SYLLABUS
Course Title Engineering Mechanics-Dynamics
Course Code CEET311
Units Earned 2
Prerequisite Engineering Mechanics-Statics
Co-requisite Differential Equation
Professor
E-mail Address
Consultation Time Day Venue
______ _________ ____________
______ _________ _____________
______ _________ _____________
I. COURSE DESCRIPTION:
The study of this branch of mechanics in engineering deals with the state of motion of particles and bodies under the action of
forces. Dynamics is subdivided into kinetics and kinematics. Kinematics is the science which expresses the mathematical
relationships existing between displacement, velocity, acceleration, and time. It deals with the motion of particles and bodies
without regards to the forces required to produce or maintain the motions. Kinetics is the study of the effect of unbalanced
forces on the motion of bodies which therefore have accelerated or non-uniform motion.
2
II. DESIRED LEARNING RESULTS
Expected Lasallian Graduate
Attributes
(ELGAs)
At the end of the course, the following goals must be achieved:
HAS PASSION FOR EXCELLENCE 2.1. Analyze the motion of particles in rectangular, cylindrical and
curvilinear coordinate systems using vector mechanics; calculate
relative motion relationships between particles in translation.
2.2. Apply Newton’s 2nd
law of motion to relate the forces acting on a
particle to the resulting motion of the particle; use the work-energy
method to predict particle motion; use impulse-momentum equations
to solve impact problems involving particles.
2.3. Analyze the motion of rigid bodies undergoing both translation and
rotation; compute the derivatives of vectors resulting from both
changes in magnitude as well as direction.
2.4. Determine the inertia descriptions of rigid body relative to a
coordinate system..
GOD-LOVING, MORALLY UPRIGHT 2.1. Exhibit the spirit of Faith by interpreting, judging, and evaluating
in-depth understanding of the concepts, theories, problem-solving
techniques and issues related to the topic addressed in light of the
Gospel.
PATRIOTIC, ECOCENTRIC 2.1. Manifest the spirit of communion when engaged in engineering
issues and class projects by spending extra time and effort using
locally adopted technologies.
3
III. FINAL OUTPUT (Based from ELGA-designed Rubric)
The final output is a complete transformation of students’ basic knowledge and skills in solving application problems in higher
engineering subjects where this course is one of the core and foundation subjects in major areas of discipline in engineering
a. Patriotic
Criteria Level 4 Level 3 Level 2 Level 1
Uses and benefits Topics deal with
higher application to
selected major
specialty courses in
engineering.
Topics deal with
higher application to
some major design
subjects in
engineering.
Topics deal with
higher application to
local general
engineering courses.
Topics deal with basic
applications to local
general engineering
courses.
b. Has Passion for Excellence
Criteria Level 4 Level 3 Level 2 Level 1
Subject Content A comprehensive grasp
of the subject matter is
demonstrated. ( e.g. in-
depth understanding of
the concepts, theories,
problem solving
techniques and issues
related to the topic
addressed.
A thorough grasp of
the subject matter is
demonstrated.
A basic grasp of the
subject matter is
demonstrated.
Difficulty in
understanding basic
concepts and theories.
Awareness of Issues An awareness of
differing viewpoint is
demonstrated and
rigorous assessment of
these engineering
problems were relevant
An awareness of
differing viewpoint is
demonstrated and
improved assessment
of these engineering
problems where
relevant
Asserts viewpoint w/o
acknowledging
alternative viewpoint.
More improvement on
assessment of
engineering problems
is needed.
Lacks awareness and
poor viewpoints
4
Critical Thinking An ability to think
critical is demonstrated
in the analysis,
synthesis and
evaluation of relevant
information. Can
quickly transform
worded engineering
problems into
mathematical
equations.
An ability to think
critical is demonstrated
in the analysis,
synthesis and
evaluation of relevant
information. Has the
capacity to transform
worded problems into
mathematical
equations.
Accurate information
incorporating relevant
sources and references
is conveyed. It takes
several times to
transform problems
into mathematical
equations.
Lacks initiative and
comprehension in
mathematical analysis.
Takes a Position A thorough statement
of position is presented
and defended through
logical argument and
carefully selected. A
precise, consistent and
straightforward
solution of problems is
demonstrated
A position is adopted
and logically carried
out. A precise solution
is presented but with
minor corrections
A position is adopted
and logically argued.
The solution presented
takes some major
corrections
With poor performance
in problem solving.
IV. COURSE OUTLINE
Topics Number
of
Hours
Teaching Strategies Class activities
Preliminary Period:
Particle Kinematics: Intro
Rectilinear Motion
Uniform acceleration
Curvilinear Motion: Rectangular
1
2
2
3
Lectures: Power point presentation
Problem analysis
Problem-solving
approach
Assignments and exercises
Problem sets
Long and short quizzes
Seat works, worksheets and board
5
Components
Curvilinear Motion: Tangential
& Normal
components
4
Class discussion after lecture
Brainstorming session: Selected
case
problems
works
Major Exam: Prelim exam
Mid-Term Period:
Particle Kinetics: Newton’s laws
of motion
Equation of motion: Straight line
Equation of motion: Curved path
Work and Energy
Conservation of Energy
Potential Energy
1
2
2
2
3
2
Lectures: Power point presentation
Problem analysis
Problem-solving
approach
Class discussion after lecture
Brainstorming session: Selected
case
problems
Assignments and exercises
Problem sets
Long and short quizzes
Seat works, worksheets and board
works
Major Exam: Midterm exam
Final Period:
Particle Kinetics: Impulse and
Momentum
Impact
Kinematics of Bodies:
Translation and Rotation
Relative Motion Analysis:
Velocity and
Acceleration
Equation of Motion (EOM)
Rotation about a fixed axis.
1
2
2
2
3
2
Lectures: Power point presentation
Problem analysis
Problem-solving
approach
Class discussion after lecture
Brainstorming session: Selected
case
problems
Assignments and exercises
Problem sets
Long and short quizzes
Seat works, worksheets and board
works
Major Exam: Final exam
Total Number of Hours 36
6
V. LEARNING ASSESSMENT:
Grading System Prelim Period Midterm Period Final Period
Attendance 5 5 5
Assignment and Home Exercises 10 10 10
Problem Sets, seat works 10 10 10
Quizzes 45 45 45
Major Exam 30 30 30
Total Points 100 100 100
Semestral Grade =( Prelim Grade + Midterm Grade + Final Grade)/3
VI. COURSE POLICIES:
6.1. Students are allowed 7 hours of absences inclusive of tardiness. Excessive absences will be penalized and will receive a
grade of 0.00.
6.2. Assignments must be submitted on prescribed due dates. Late submission will not be accepted.
6.3. Special assignments will be given for valid and excused absences only.
6.4. Quizzes will be given on prescribed dates. Special quizzes are given only for valid and excused absences only.
6.5. Schedule dates of major exams will be posted during examination weeks.
6.6. Students should be honest at all times.
6.7. Classroom management (discipline and orderliness) is strictly enforced.
6.8. Cheating in any form will be given a grade of 0.00 in accordance with the provisions of the student handbook.
6.9. The use of non academic electronic gadgets and cellular phones are strictly prohibited inside the classroom.
6.10. Any form of complaints should be properly addressed to the subject-teacher in liaise with concerned adviser.
VII. TEXTBOOK:
Pytel, Andrew and Kiusalaas, Jaan: Engneering Mechanics-Dynamics, 2nd
Edition
7
VIII. REFERENCES:
Brondial, Yolanda and Sy Arsenio: Principles of Engineering Mechanics (Dynamics), 2008 Edition
Singer, Ferdinand: Engineering Mechanics, 2nd
Edition
Prepared by: Recommending Approval:
Engr. Francis F. Villareal Engr. Francis F. Villareal, MSCE
Faculty Civil/Sanitary Engineering Program Coordinator
Approved by:
Engr. Wilfredo G. Vidal, MSME Engr. Jose Rizaldy A. De Armas, MEng
Chair, Engineering Department Dean, CEAT