Fluid-Structure Interactions - Païdoussis, Michael P.
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Présentation Fluid - Structure Interactions Format Broché
- Livre Encyclopédies, Dictionnaires
Résumé :
Structures in contact with fluid flow, whether natural or man-made, are inevitably subject to flow-induced forces and flow-induced vibration: from plant leaves to traffic signs and to more substantial structures, such as bridge decks and heat exchanger tubes. Under certain conditions the vibration may be self-excited, and it is usually referred to as an instability. These instabilities and, more specifically, the conditions under which they arise are of great importance to designers and operators of the systems concerned because of the significant potential to cause damage in the short term. Such flow-induced instabilities are the subject of this book. In particular, the flow-induced instabilities treated in this book are associated with cross-flow, that is, flow normal to the long axis of the structure. The book treats a specific set of problems that are fundamentally and technologically important: galloping, vortex-shedding oscillations under lock-in conditions and rain-and-wind-induced vibrations, among others....
Biographie:
Michael Pa?doussis is Professor Emeritus of Mechanical Engineering at McGill University. He is a Fellow of the Canadian Society for Mechanical Engineering (CSME), the Institution of Mechanical Engineers (IME), the American Society of Mechanical Engineers (ASME) and the American Academy of Mechanics (AAM). Professor Paidoussis is the founding editor of the Journal of Fluids and Structures. His principal research interests are in fluid-structure interactions, flow-induced vibrations, aero- and hydroelasticity, dynamics, nonlinear dynamics and chaos.
Sommaire:
1. Introduction; 2. Prisms in cross-flow - galloping; 3. Vortex-induced vibration and lock-in; 4. Wake-induced instabilities of pairs and small groups of cylinders; 5. Fluidelastic instabilities in cylinder arrays; 6. Ovalling instabilities of shells in cross-flow; 7. Rain and wind induced vibrations.
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