This paper is devoted on numerical study of obtacle position in Navier Stokes flows. In fact,
topological optimization tools are used to derive an asymptotic expansion of a shape …

The paper deals with a coupling algorithm using shape and topological derivatives of a
given cost functional and a problem governed by nonstationary Maxwell's equations in 3D …

This paper deals with obstacles position in a channel filled with Navier Stokes fluid. In fact,
we combine shape and topological optimization for building a numerical method. The …

In this paper, we focus on an interface problem. Two fluids immiscible satisfying stationary
Navier-Stokes equations, with transmission boundary conditions on the interface are …

In this paper, we focus on shape optimization related to the Stokes system. We recall to
general framework of classical optimization to compute the shape and topological derivative …

In this paper we study thermoelasticity and Michell trusses problems by using topological
optimization tools. After the modelling of the thermoelasticity problem, we give the …