Equation of Motion For an Oscillator, Natural Frequency and Inertia, Equivalent Stiffness, Energy and Power Balance, Nonlinear Oscillator, Phase Plane, Stability, Response to Impulse, Base Excitation, Eccentric Mass, Vibration Isolation, Multi Degrees of Freedom Systems. Modes of Vibration, Virtual Work, Introduction to Lagrange Equations. Equations Decoupling, Vibration in Complex Form. Approximation Methods Swept Sine Excitation. Laboratory Exercise And Project.

Faculty: Mechanical Engineering
|Undergraduate Studies

Pre-required courses

(34010 - Dynamics and 34029 - Solid Mechanics 2 and 34032 - Linear Systems M and 34033 - Numerical Analysis M and 34056 - Int. to Scientific and Eng. Computing and 104228 - Partial Differential Equations/m) or (34010 - Dynamics and 34029 - Solid Mechanics 2 and 34032 - Linear Systems M and 34033 - Numerical Analysis M and 34056 - Int. to Scientific and Eng. Computing and 104218 - Partial Differential Equations/h)


Course with no extra credit

15012 - תנודות 74009


Course with no extra credit (contained)

34011 - Theory of Vibration


Semestrial Information