On this work a CFD optimization problem is treated from two different points of view -- In one hand, topology optimization using a homogenization method based on the Brinkmann penalization is presented, implemented using the finite elements method and optimized with a mesh adaptation step -- Secondly, a shape optimization method based on Hadamard boundary variation using differentiation with respect to the domain is developed, imple- mented and tested -- Finally, a coupling of both methods taking advantage of their own attributes is proposed and tested -- The expected results are obtaine
[EN] The growing number of scientific publications on topology optimization (TO) shows the great int...
Topology optimization is a widely-used technique for finding the most favorable, internal structural...
The demand for better performing structural designs gives rise to the interest in topology optimizat...
On this work a CFD optimization problem is treated from two different points of view -- In one hand,...
The present document deals with the optimization of shape of aerodynamic profiles -- The objective i...
International audienceAn efficient framework is described for the shape and topology optimization of...
In the present work a NURBS-based framework for shape and topology optimization is presented. The me...
In this paper, a new method for optimizing CFD meshes, based on the usage of a geometric quantity ca...
Advances in technological development, especially in 3D printing, allow engineers to design componen...
Most optimization problems in the field of fluid mechanics can be classified as either topology or s...
We consider the problem of finding optimal shapes of fluid domains. The fluid obeys the Navier{Stok...
This dissertation presents an efficient optimization methodology to solve the CFD-based shape optimi...
International audienceHadamard's method of shape differentiation is applied to topology optimization...
Recently, there have been many developments made in the field of topology optimization. ...
International audienceThe topology optimization of systems subject to a fluid flow shows a wide pote...
[EN] The growing number of scientific publications on topology optimization (TO) shows the great int...
Topology optimization is a widely-used technique for finding the most favorable, internal structural...
The demand for better performing structural designs gives rise to the interest in topology optimizat...
On this work a CFD optimization problem is treated from two different points of view -- In one hand,...
The present document deals with the optimization of shape of aerodynamic profiles -- The objective i...
International audienceAn efficient framework is described for the shape and topology optimization of...
In the present work a NURBS-based framework for shape and topology optimization is presented. The me...
In this paper, a new method for optimizing CFD meshes, based on the usage of a geometric quantity ca...
Advances in technological development, especially in 3D printing, allow engineers to design componen...
Most optimization problems in the field of fluid mechanics can be classified as either topology or s...
We consider the problem of finding optimal shapes of fluid domains. The fluid obeys the Navier{Stok...
This dissertation presents an efficient optimization methodology to solve the CFD-based shape optimi...
International audienceHadamard's method of shape differentiation is applied to topology optimization...
Recently, there have been many developments made in the field of topology optimization. ...
International audienceThe topology optimization of systems subject to a fluid flow shows a wide pote...
[EN] The growing number of scientific publications on topology optimization (TO) shows the great int...
Topology optimization is a widely-used technique for finding the most favorable, internal structural...
The demand for better performing structural designs gives rise to the interest in topology optimizat...