Code |
15087
|
Year |
3
|
Semester |
S1
|
ECTS Credits |
6
|
Workload |
TP(60H)
|
Scientific area |
Aeronautics and Astronautics
|
Entry requirements |
Notions and methods of Calculus, Algebra, Differential Equations and Applied Dynamics.
|
Learning outcomes |
The student must acquire basic knowledge about the vibration phenomena occurring at components and engineering systems as to be able to analyze physical and mathematical models representative of different vibration problems. In parallel, a short introduction to the study of noise is undertaken aiming at understanding the physic principles of sound propagation and its implications in engineering systems.
|
Syllabus |
1. Introduction to Analytical Dynamics. System discretization and degrees of freedom. Elements of a vibratory system. 2. Equations of motion. D’Alembert’s principle. Virtual work principle. Newtonian versus energetic approach. 3. Analysis of vibratory systems. Systems with one degree of freedom. Free vibrations. Forced vibrations. Resonance. Beating. Introduction to the analysis of systems with several degrees of freedom. Vibration suppression techniques. Practical cases in aerospace applications. 4. Introduction to noise. Characteristics and properties of sound. Noise measuring techniques. Noise suppression techniques.
|
Main Bibliography |
• Hartog, J.P.; “Mechanical Vibrations”; Dover Publications; 1985. • Meirovitch, L.; “Elements of Vibration Analysis”; MacGraw Hill, 1986. • Rao, S.; “Mechanical Vibrations”; Addison-Wesley; 1990. • Maia, N. “Introdução à Dinâmica Analítica”; IST Press; Lisboa; 2000.
|
Teaching Methodologies and Assessment Criteria |
Theoretical-practical classes. Homework with discussion Test or Exam
|
Language |
Portuguese. Tutorial support is available in English.
|