Oscillating Tidal Barriers and Random Waves

by Giovanna Vittori, Sr. Res.; Istituto di Idraulica, Univ. di Genova, via Montallegro 1, 16145 Genova, Italy,


Serial Information: Issue 4, Pg. 406-412


Document Type: Journal Paper

Abstract: The interaction between sea waves and the oscillating gates designed to close the three inlets of Venice lagoon and to protect the city from the phenomenon of high waters is studied. Previous studies of this topic, which considered monochromatic waves, are extended to consider random waves characterized by a narrowband wave spectrum, such that the incoming wave strongly resembles a monochromatic wave, slowly modulated by a random function of time and space. A linear stability analysis of the basic synchronous response of the barrier to the incident wave shows that the excitation of subharmonic oscillations of the gates is possible. When the width S* of the incoming wave spectrum tends to zero, an oscillatory forcing of constant amplitude tends to be recovered. Unexpectedly, as the width of the spectrum increases, the unstable regions in the parameter space widen. However, a weakly nonlinear stability analysis shows that the regime configuration, i.e., the configuration attained by gate oscillations for large time, is characterized by values of the amplitude of the subharmonic oscillations that decrease as the width of the spectrum increases. Present results suggest that for large band spectra the subharmonic oscillations cannot be detected. These findings result from linear and nonlinear amplitude equations characterized by time-dependent coefficients that introduce new interesting features in the time development of the amplitude of subharmonic perturbations of the gate oscillations.

Subject Headings: Random waves | Oscillations | Wave spectrum | Tides | Ocean waves | Linear analysis | Sea water | Seas and oceans | Venice | Italy | Europe

Services: Buy this book/Buy this article

 

Return to search