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| MECA0029-3

 | Vibration theory

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| Duration : | 30h Th, 20h Pr | |
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| Credits/ECTS : |
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| Holder(s) : | Jean‑Claude Golinval | |
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| Course contents :
| Hamilton Principle, Lagrange Equations, Classification of Forces, Motion Stability, Quadratic Functions: Potential and Kinetic Energy. Natural Mode of Vibration. Orthogonality Principle. Normal Equations of a System. Dynamical Influence Coefficients, Resonance. Parameter Perturbation and Frequency Shifting. Numerical Methods. Reduction of Continuous Systems to Discrete Systems. Damped Systems. | |
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| Organization :
| 1st Semester | |
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| Assessment :
| Written and Oral Examination | |
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| Items online : |
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| Copy of the slides |
| A copy of the slides used during the lectures is available at the URL address given here below. |
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