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ME 133: Mechanical Vibrations      (3 units)

ONLINE RESOURCES: Course website

CATALOG DESCRIPTION

An introduction to the theory of mechanical vibrations including topics of harmonic motion, resonance, transient and random excitation, applications of Fourier analysis and convolution methods. Multidegree of freedom discrete systems including principal mode, principal coordinates and Rayleigh's principle.

COURSE PREREQUISITES

104.

TEXTBOOK(S) AND/OR OTHER REQUIRED MATERIAL

Principles of Vibration, 2nd Ed, by Benson H. Tongue

COURSE OBJECTIVES

Introduce basic aspects of vibrational analysis, considering both single and multi-degree-of-freedom systems. Discuss the use of exact and approximate methods in the analysis of complex systems. Familiarize students with the use of MATLAB as directed toward vibration problems.

DESIRED COURSE OUTCOMES

Upon completion of the course students shall be able to: Derive the equations of motion for vibratory systems. Linearize nonlinear systems so as to allow a linear vibrational analysis. Compute the natural frequency (or frequencies) of vibratory systems and determine the system's modal response. Determine the overall response based upon the initial conditions and/or steady forcing input. Design a passive vibration absorber to ameliorate vibrations in a forced system.

TOPICS COVERED

Single DOF vibrations - free and forced. Periodic, Non-sinusoidal signals. Multi DOF vibrations - free and forced. Continuous systems - free and forced.

CLASS/LABORATORY SCHEDULE

Three hours of lecture per week.

CONTRIBUTION OF THE COURSE TO MEETING THE PROFESSIONAL COMPONENT

This course contributes primarily to the students' knowledge of engineering topics and does not provide hands-on design experience. There is a component of experimentation through individual simple spring-mass experiments. These are explicative in nature though and do not involve synthesis.

Manufacturability and health and safety issues are considered throughout the course as they apply to the topics addressed.

RELATIONSHIP OF THE COURSE TO ABET PROGRAM OUTCOMES

This course will improve toward students having: An ability to apply knowledge of mathematics, science, and engineering; an ability to identify, formulate, and solve engineering problems; a recognition of the need for, and an ability to engage in life-long learning; an ability to use the techniques, skills, and modern engineering tools necessary for engineering practice.

ASSESSMENT OF STUDENT PROGRESS TOWARD COURSE OBJECTIVES

Homework assignments on a weekly basis. Multiple quizzes (every two weeks). Final examination.

PERSON(S) WHO PREPARED THIS DESCRIPTION: Benson Tongue