Olivier Dazel

发表

A sub-domain system approach based on symmetric variational coupling of Boundary and Finite Element Methods : application to virtual prototyping of trimmed vehicles

Olivier Dazel, 2018 .

absorbing acoustic panel

Vincent Tournat, Olivier Dazel, C. Lagarrigue, 2013 .

Estimating the material parameters of an inhomogeneous poroelastic plate from ultrasonic measurements in water.

Matti Niskanen, Olivier Dazel, Aroune Duclos, 2019, The Journal of the Acoustical Society of America.

A wave based method to predict the absorption, reflection and transmission coefficient of two-dimensional rigid frame porous structures with periodic inclusions

Onur Atak, Wim Desmet, Elke Deckers, 2016, J. Comput. Phys..

A normal modes technique to reduce the order of poroelastic models: application to 2D and coupled 3D models

Peter Göransson, Olivier Dazel, Jean-Philippe Groby, 2013 .

An efficient solver for finite-element poroelastic problems

Peter Göransson, Olivier Dazel, Bruno Brouard, 2011 .

Characterising poroelastic materials in the ultrasonic range - A Bayesian approach

Matti Niskanen, Olivier Dazel, Jean-Philippe Groby, 2019 .

Prediction of acoustic surface impedance of bulk reacting lining with grazing flow

Susann Boij, Olivier Dazel, Anna Färm, 2014 .

Application and Simulation of Microperforated Panels in a complex Sound Field

Olivier Dazel, 2018 .

Influence of constructive options on the vibro-acoustic behavior of a wooden lightweight structure

Olivier Dazel, Bruno Brouard, Jean-Michel Génevaux, 2015 .

High-order X-FEM for the simulation of sound absorbing poro-elastic materials with coupling interfaces

Grégory Legrain, Olivier Dazel, Gwenael Gabard, 2021 .

Application of generalized complex modes to the calculation of the forced response of three-dimensional poroelastic materials

Claude-Henri Lamarque, Franck Sgard, Olivier Dazel, 2003 .

Discontinuous Galerkin Methods for poroelastic materials

Olivier Dazel, Gwenael Gabard, 2013 .

Expressions of dissipated powers and stored energies in poroelastic media modeled by {u,U} and {u,P} formulations.

Franck Sgard, Noureddine Atalla, Olivier Dazel, 2008, The Journal of the Acoustical Society of America.

A simplified model for thin acoustic screens.

Peter Göransson, Olivier Dazel, Mathieu Gaborit, 2018, The Journal of the Acoustical Society of America.

Biot Effects for Sound Absorbing Double Porosity Materials

Olivier Dazel, François-Xavier Bécot, L. Jaouen, 2012 .

Design of metaporous supercells by genetic algorithm for absorption optimization on a wide frequency band

Vincent Tournat, Olivier Dazel, C. Lagarrigue, 2016 .

Asymptotic limits of some models for sound propagation in porous media and the assignment of the pore characteristic lengths.

Olivier Dazel, Jean-Philippe Groby, Kirill V Horoshenkov, 2016, The Journal of the Acoustical Society of America.

Acoustic behavior of a rigidly backed poroelastic layer with periodic resonant inclusions by a multiple scattering approach.

Thomas Weisser, Elke Deckers, Olivier Dazel, 2016, Journal of the Acoustical Society of America.

A discontinuous Galerkin method with plane waves for sound‐absorbing materials

Olivier Dazel, Gwenael Gabard, G. Gabard, 2015 .

An alternative Biot's displacement formulation for porous materials.

Olivier Dazel, Claude Depollier, Bruno Brouard, 2007, The Journal of the Acoustical Society of America.

Measurement of the rigidity coefficients of a melamine foam

Gerrit Vermeir, Walter Lauriks, Olivier Dazel, 2007 .

Acoustic analysis of anisotropic poroelastic multilayered systems

Peter Göransson, Jacques Cuenca, Olivier Dazel, 2016 .

Validity of the limp model for porous materials: a criterion based on the Biot theory.

Olivier Doutres, Olivier Dazel, Nicolas Dauchez, 2007, The Journal of the Acoustical Society of America.