We consider the motion of a compressible viscous fluid containing a moving rigid body
confined to a planar domain Ω⊂ R 2. The main result states that the influence of the body on …

We consider a single disk moving under the influence of a two dimensional viscous fluid and
we study the asymptotic as the size of the solid tends to zero. If the density of the solid is …

We consider the motion of a small rigid object immersed in a viscous compressible fluid in
the 3-dimensional Eucleidean space. Assuming the object is a ball of a small radius ε we …

In this article, we consider a small rigid body moving in a viscous fluid filling the
whole\mathbb R^ 2 R 2. We assume that the diameter of the rigid body goes to 0, that the …

We consider the motion of N rigid bodies–compact sets (S ε 1,⋯, S ε N) ε> 0–immersed in a
viscous incompressible fluid contained in a domain in the Euclidean space R d, d= 2, 3. We …

In this paper we study the interaction of a small rigid body in a viscous compressible fluid.
The system occupies a bounded three dimensional domain. The object it allowed to freely …

We study the limiting behavior of viscous incompressible flows when the fluid domain is
allowed to expand as the viscosity vanishes. We describe precise conditions under which …

We consider the motion of N rigid bodies–compact sets (S1 ε,···, SN ε) ε> 0–immersed in a
viscous incompressible fluid contained in a domain in the Euclidean space Rd, d= 2, 3. We …

We treat three problems on a two-dimensional “punctured periodic domain”: we take Ω r=(−
L, L) 2\r K, where r> 0 and K is the closure of an open connected set that is star-shaped with …

In this article, we consider Leray solutions of the Navier-Stokes equations in the exterior of
one obstacle in 3D and we study the asymptotic behavior of these solutions when the …