VIBRATION MECHANICS B
cod. 18082

Academic year 2009/10
2° year of course - First semester
Professor
Academic discipline
Meccanica applicata alle macchine (ING-IND/13)
Field
A scelta dello studente
Type of training activity
Student's choice
36 hours
of face-to-face activities
4 credits
hub:
course unit
in - - -

Learning objectives

The course gives the basics for the theoretical and experimental vibration analysis of continuous systems

Prerequisites

Vibration Mechanics A

Course unit content

 Vibrations of continuous systems: local and global discretization (Rayleigh-Ritz, Galerkin, Lagrange Equations, FEM); vibrations of beams, plates and shells. <br />
Introduction to large-amplitude vibrations and nonlinear phenomena. <br />
Stability problems of systems with fluid-structure interaction: flutter and divergence of aeronautical and aerospace structures. <br />
Applications to actual problems. <br />
Experimental modal analysis on structures with high modal density. <br />
Laboratory experiences: experimental modal analysis of thin panels

Full programme

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Bibliography

W. SOEDEL, 1993, Vibrations of shells and plates, Marcel Dekker, New York. <br />
M. PETYT, 1990, Introduction to finite element vibration analysis, Cambridge University Press. <br />
A.W. LEISSA, 1993, Vibration of shells, Acoustical Society of America (NASA SP-288). <br />
M. P. PAÏDOUSSIS, 2004, Fluid structure interactions Vol. 2, Academic Press/Elsevier. <br />
M. AMABILI, 2007, Nonlinear vibrations and stability of shells and plates, Cambridge University Press, New York/Cambridge.

Teaching methods

Written exam on the program that can be integrated with assignments and reports of laboratory experiences.

Assessment methods and criteria

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Other information

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