

JOHN CABOT UNIVERSITY
COURSE CODE: "ENGR 210"
COURSE NAME: "Engineering Fundamentals: Statics"
SEMESTER & YEAR:
Summer Session I 2019

SYLLABUS
INSTRUCTOR:
Susan Reynolds
EMAIL: [email protected]
HOURS:
MTWTH 9:0010:50 AM
TOTAL NO. OF CONTACT HOURS:
45
CREDITS:
3
PREREQUISITES:
Prerequisite: MA 198
OFFICE HOURS:
Office Hours: 6pm7pm Mon., Tue., and Wed. in the Lemon Tree Courtyard (Guarini Campus))


COURSE DESCRIPTION:
This course provides an introduction to statics, the branch of mechanics that is concerned with the analysis of loads (force and torque, or "moment") on physical systems in static equilibrium, that is, in a state where the relative positions of subsystems do not vary over time, or where components and structures are at a constant velocity. When in static equilibrium, the system is either at rest, or its center of mass moves at constant velocity. Course content includes vector algebra, forces, couples, moments, resultants of force couple systems; friction, equilibrium analysis of particles and finite bodies, centroids; and applications.

SUMMARY OF COURSE CONTENT:
For the purpose of transfer credit, refer to the course description (above) and the topical schedule (below). This course includes all Statics topics tested on the Fundamentals of Engineering Exam and was designed by an engineering faculty who was the principal author for two ABET selfstudies in 20172018. This is a rigorous course that prepares students for success in subsequent coursework, such as Mechanics of Materials, Solid Mechanics, Strengths of Materials, and Dynamics. Small class sizes (generally 1020 students) and daily office hours enable exceptional levels of student learning.

LEARNING OUTCOMES:
By the end of this course, students will be able to:

Apply vector addition, vector multiplication, and trigonometry to Statics problems.

Construct freebody diagrams of a body or system in static equilibrium.

Depict the effects of springs, pulleys, cables, pin connections, roller connections, and fixed connections with vectors.

Calculate the moment of a force in 2D and 3D notation.

Use the equations of equilibrium to solve for reactions in simple systems (particle equilibrium, beams, frames, and trusses.)

Solve for the internal shear force, normal force, and bending moment in a structural or mechanical member; express these concepts in the form of an equation; and graphically construct shear and moment diagrams.

Analyze simple friction problems.

Compute centroids through direct integration and composite area methods; compute moments of inertia through direct integration and via the parallel axis theorem; and calculate principal moments of inertia with Mohr’s Circle.
Additionally, this course has been structured to provide opportunities for students to develop certain skillsets that are critically important to the professional practice of engineering:

Students take responsibility for their own learning.

Students apply a careful, slow, and methodological approach to engineering problemsolving.

Students communicate their work effectively by combining succinct and comprehensible mathematical calculations, precise and scaled free body diagrams, and written commentary.

Students recognize the value of reliable, accurate computations.

Students recognize the importance of checking their own work.

Students build their engineering intuition and judgment by connecting abstract theories to practical applications.

TEXTBOOK:
Book Title  Author  Publisher  ISBN number  Library Call Number  Comments 
Engineering Statics   Carnegie Mellon University OLI    This is a highquality, opensource, nocost, online textbook.
https://oli.cmu.edu/courses/engineeringstaticsopenfree/ 

REQUIRED RESERVED READING:
RECOMMENDED RESERVED READING:

GRADING POLICY
ASSESSMENT METHODS:
Assignment  Guidelines  Weight 
Course Binder  Students are responsible for maintaining a written record of their progress through the course. This may be a binder, notebook, or journal.
Include a cover sheet, table of contents, and page numbering system. Appendices (such as a glossary of terms or a math reference sheet) are encouraged but not required. Include all problems assigned from the textbook, as well as those problems introduced in class. Organize the binder chronologically.
The binder will be collected twice and graded: once immediately following the Midterm Exam and a second time immediately after the Final Exam. Each of the two binder grades is worth 25% of the course grade (50% total of the course grade). The binder will be evaluated on its thoroughness, completion, and effort (i.e. did the student complete all assigned work?) and organization, neatness, presentation, and coherency (i.e. is this work reasonably understandable to someone else?). The binder does not have to be perfect, polished, or pristine. It is a place for students to think, make errors, correct errors, and learn the course material. Students are strongly encouraged to have the professor review their binder periodically during office hours for suggestions and advice.
There are several purposes for this assignment, which is modeled on the realworld calculation books in professional engineering. First, it encourages students to assume responsibility for their own learning, as this assignment takes the place of conventional, graded homework activities. Second, it develops several key skills that are indispensable in engineering practice, such as engineering problemsolving methods, legible freebody diagrams, legible calculations, and legible commentary. Third, it serves as a record of your work in this course that you can reference in subsequent coursework. Finally, it is simply the best way to learn this material.  50% 
Midterm Exam  The Midterm Exam is a 2hour exam in Week 3 that covers all material from Weeks 1 and 2. Students may reference their Course Binder during the Exam.  25% 
Final Exam  The Final Exam is a 2hour exam in Week 5. It is a comprehensive exam.
NOTE: if your Final Exam grade exceeds your Midterm Exam grade, it will replace it. This policy recognizes that the principles from Weeks 1 and 2 are applied in Weeks 3, 4, and 5, and that different people learn at different speeds.  25% 
Character and Reputation  The instructor reserves the right to raise or lower the final course grade by one letter grade based on participation, attendance, attitude, helpfulness, curiosity, etc. This policy (usually masked on syllabi as "participation") is based on the way engineers are licensed in the real world. The NCEES Model Law requires that licensees are not only technically competent (i.e. they must complete the educational and examination requirements) but are also of sound reputation. In other words, people are more than test scores: experience, ability, values, ethics, character, and reputation all matter. The primary purpose behind this policy is to encourage students to attend each class, always arrive on time, check egos at the door (we are all here to learn), not be distracted on your cell phone, be respectful and kind to your peers and to your professor, frequent office hours, help your peers, and generally be excited about making this course a great experience for everyone. The secondary purpose behind this policy is to remind students that ethics  a critical competency for engineers and a standalone topic on the Fundamentals of Engineering Exam  are embedded everywhere.  +/ 10% 
ASSESSMENT CRITERIA:
A EXCELLENT (a thorough understanding of the technical material, reliably accurate computations) B GOOD (a general understanding of the technical material, generally accurate computations, with some errors present) C SATISFACTORY (a basic understanding of the technical material, sometimes accurate computations, a few too many errors) D UNSATISFACTORY (an incomplete understanding of the technical material, unreliable or errorprone computations) F FAILURE (no understanding of the technical material, incorrect computations)
ATTENDANCE REQUIREMENTS:
Attendance isn't recorded, but with a small class size, it's obvious when someone is missing. Students that miss even a single day of lecture are likely to fall behind as each new concept builds on mastery of previous ones.
The JCU academic policies (https://www.johncabot.edu/academics/academicpolicies.aspx) state the circumstances under which a makeup exam may be requested. Please note that travel is not an excused absence.


ACADEMIC HONESTY
As stated in the university catalog, any student who commits an act of academic
dishonesty will receive a failing grade on the work in which the dishonesty occurred.
In addition, acts of academic dishonesty, irrespective of the weight of the assignment,
may result in the student receiving a failing grade in the course. Instances of
academic dishonesty will be reported to the Dean of Academic Affairs. A student
who is reported twice for academic dishonesty is subject to summary dismissal from
the University. In such a case, the Academic Council will then make a recommendation
to the President, who will make the final decision.

STUDENTS WITH LEARNING OR OTHER DISABILITIES
John Cabot University does not discriminate on the basis of disability or handicap.
Students with approved accommodations must inform their professors at the beginning
of the term. Please see the website for the complete policy.


SCHEDULE


Week 1: Introduction to course  Normal forces between bodies  Cables and springs  Free body diagrams  Translation and rotation  Moment of a force in 2D  Vector components  Vector resultants
Week 2: Equations of equilibrium  Force and moment equilibrium  Couples (aka Couple Moments aka Force Couples)  Equivalent systems  Distributed loads (line loads, area loads)  Leveraging symmetry  Centroids through integration  Centroids through composite areas  Connections (pin, roller, fixed, hinged)
Week 3: More complex free body diagrams  Reactions  Twoforce members Applied problems  MIDTERM EXAM + Binder TurnIn
Week 4: Frames  Machines  Internal forces and moments  Shear and moment equations  Shear and moment diagrams  Trusses: method of sections  Trusses: method of joints  Friction  Fluid Statics
Week 5: Moment of inertia through integration  Moment of inertia through parallel axis theorem  Polar moment of inertia  Principal moments of inertia through Mohr's Circle  Moment of a force, 3D notation  Advanced 3D applications and problems  FINAL EXAM + Binder TurnIn

