1. Nonsimple isotropic incompressible linear fluids surrounding one-dimensional structures
- Author
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Alfredo Marzocchi, Giulio G. Giusteri, Alessandro Musesti, Giusteri, G, Marzocchi, A, and Musesti, A
- Subjects
Well-posed problem ,3D/1D fluid-structure interaction ,Mechanical Engineering ,Computational Mechanics ,Continuum (topology) ,Isotropy ,fluid-structure interaction ,MAT/07 - FISICA MATEMATICA ,existence and uniqueness theory ,Physics::Fluid Dynamics ,Classical mechanics ,Nonsimple fluids ,Solid mechanics ,Compressibility ,Newtonian fluid ,Initial value problem ,Boundary value problem ,3D-1D coupling ,Settore MAT/07 - FISICA MATEMATICA ,nonsimple fluid ,Mathematics - Abstract
We introduce a model of fluid which has four main features: it readily emerges by a general continuum mechanical framework; it is a generalization maintaining most of the physical features of incompressible Newtonian fluids; it can model adherence interactions with one-dimensional structures surrounded by the fluid; the associated initial boundary-value problem is well-posed on three-dimensional domains. © 2010 Springer-Verlag.
- Published
- 2010
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