EGN 3311

STATICS

 

Florida International University, Mechanical and Materials Engineering Department

Summer A, 2006

 

Syllabus

 

INSTRUCTOR:   Dr. Wei-Yu Bao, room: EC 3234, phone: 305.348.6863, email: baow@fiu.edu,

web: http://faculty.eng.fiu.edu/~wbao, office hours: 2:00 – 4:00 p.m. T.R.

CLASSROOM:   EC 2410 for section U01A, class #: 51156

                                Pines Center Room 113 for section: R8XA, class #: 57226

SCHEDULE:         9:30 am – 12:55 p.m. M.W.

TEXTBOOK:       Engineering Mechanics - Statics, by W.F. Riley and L.D. Sturges, 2nd Edition, Wiley & Sons, 1995, ISBN: 0-471-05333-3

Recommended:     Engineering Mechanics - Statics, by R.C.Hibbeler, 11th Edition, Pearson Prentice Hall, 2006, ISBN: 0-13-221500-4

 

OBJECTIVES:     To introduce the concepts and methods for force and moment systems, to use statics methods solve engineering problems, including trusses, frames, beam and other structural members.

 

TENTATIVE LECTURE SCHEDULE:

Week of                 Contents

May 8                     Introduction

Concurrent Force Systems

May 15                   Equilibrium of a Particle

Equivalent Force/Moment Systems

May 22                   Distributed Forces, Centroids and Center of gravity

Equilibrium of Rigid Bodies

May 29                   Trusses and Frames

Jun. 5                      Shear Forces and Bending Moments in Beams

Internal Forces in Structural Members

Jun. 12                    Friction

Second Moments of Area and Moments of Inertia

Jun. 19                    Method of Virtual Work

Final Exam                           

 

GRADING POLICY:

Homework             30%, All homework assignments have to be submitted on time.

Quizzes                  30%, Pop-up quizzes will be given in the class without previous announcement, open books and open notes. There is no make-up quiz.

Final Exam             40%, The final exam will be given in the class at the end of the semester, open books and open notes. Makeup exam will be given only under extremely unusual circumstances. A written request for a makeup exam must be provided.

 

A = 95.0 – 100      

A- = 90.0 – 94.9    

B+ = 86.7 – 89.9   

B = 83.3 – 86.6      

B- = 80.0 – 83.2

C+ = 76.7 – 79.9   

C =  73.3 – 76.6     

C- = 70.0 – 73.2    

D = 60.0 – 69.9     

F = below 60.0


ME Program Educational Objectives:            

 

Broad and in-depth knowledge of engineering science and principles in the major fields of Mechanical Engineering for effective engineering practice, professional growth, and as a base for life-long learning.

Hands-on experience with available instruments and lab techniques to bridge classroom learning and practical, “real-life” problems.

The ability to utilize analytical and experimental methods and modern computer technology for decision-making and engineering design and to solve realistic engineering problems.

The ability to work effectively with others in a team while simultaneously maintaining independent and creative thought.

The ability to communicate effectively and to articulate technical matters using verbal, written, and graphic techniques.

An adequate background to pursue graduate studies in engineering and other fields.

A sense of professional and social responsibility, including a commitment to protect both occupational and public health and safety, developed through consideration of moral, social, and ethical paradigms related to the engineering profession and practice.

 

ME Program Outcomes:

 

A. Ability to apply knowledge of mathematics, science, and engineering.

E. Ability to identify, formulate, and solve engineering problems.

F. Understanding of professional and ethical responsibility.

I.  Recognition of the need for, and ability to engage in life-long learning.

K. Ability to use the techniques, skills and modern engineering tools necessary for engineering practice. 

M. Knowledge of mathematics and of basic and engineering science necessary to carry out analysis and design appropriate to Mechanical Engineering.

N.  Ability to apply advanced mathematics though multivariable calculus and differential equations.