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Fundamental Trends in Fluid-Struct..(V1)

by Al Giovanni P Galdi Et

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Mathematical approaches to fluid–structure interaction

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AlbakiReads Editorial

Mathematical approaches to fluid–structure interaction

This collected volume surveys fluid–structure interaction through contributions focused on mathematical analysis, numerical simulation, and modeling. Its subject spans the motion of rigid and elastic bodies in viscous liquids, particulate flow, and hemodynamics, bringing together several distinct strands of the field. The framing connects a classical problem in fluid mechanics—the movement of bodies in liquids—with systematic study from both analytical and computational perspectives. At 293 pages, the book offers a focused, multidisciplinary view of how fluid and solid motion can be examined as a coupled problem.

Good fit for readers who enjoy

  • Readers seeking research-oriented material on fluid mechanics and applied mathematics.
  • Those interested in mathematical analysis, numerical simulation, or modeling of coupled fluid and solid motion.
  • Readers exploring particulate flow, hemodynamics, or the motion of rigid and elastic bodies in viscous liquids.

Themes

Fluid–structure interactionMathematical analysis and modelingNumerical simulationParticulate flow and hemodynamics

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Book overview

The interaction of a fluid with a solid body is a widespread phenomenon in nature, occurring at different scales and different applied disciplines. Interestingly enough, even though the mathematical theory of the motion of bodies in a liquid is one of the oldest and most classical problems in fluid mechanics, mathematicians have, only very recently, become interested in a systematic study of the basic problems related to fluid-structure interaction, from both analytical and numerical viewpoints.Fundamental Trends in Fluid-Structure Interaction is a unique collection of important papers written by world-renowned experts aimed at furnishing the highest level of development in several significant areas of fluid-structure interactions. The contributions cover several aspects of this discipline, from mathematical analysis, numerical simulation and modeling viewpoints, including motion of rigid and elastic bodies in a viscous liquid, particulate flow and hemodynamic.
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