Sylvain Dubreuil
Université Paris-Saclay
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Featured researches published by Sylvain Dubreuil.
18th AIAA/ISSMO Multidisciplinary Analysis and Optimization Conference | 2017
Thierry Lefebvre; Nathalie Bartoli; Sylvain Dubreuil; Marco Panzeri; Riccardo Lombardi; Roberto D'Ippolito; Pierluigi Della Vecchia; Fabrizio Nicolosi; Pier Davide Ciampa
This paper presents methodological investigations performed in research activities in the field of MDO in overall aircraft design in the ongoing EU funded research project AGILE. AGILE is developing the next generation of aircraft Multidisciplinary Design and Optimization processes, which targets significant reductions in aircraft development costs and time to market, leading to cheaper and greener aircraft solutions. The paper introduces the AGILE project structure and describes the achievements of the 1st year (Design Campaign 1) leading to a reference distributed MDO system. A focus is then made on the different novel optimization techniques studied during the 2nd year, all willing to ease the optimization of complex workflows, characterized by high degree of discipline interdependencies, high number of design variables in the context of ∗Research Engineer, Information Processing and Systems Department, AIAA Member. †Post Doctoral Researcher, System Design and Performance evaluation Department ‡Research Engineer, Research and Innovation §Assistant Professor, Department of Industrial Engineering (DII), AIAA member ¶Professor, Department of Industrial Engineering (DII), AIAA member ‖Research engineer, Integrated Aircraft Design Department, AIAA member ∗∗Researcher, Propulsion Systems Aerodynamics Department
18th AIAA/ISSMO Multidisciplinary Analysis and Optimization Conference, 2017 | 2017
Nathalie Bartoli; Thierry Lefebvre; Sylvain Dubreuil; Romain Olivanti; Nicolas Bons; Joaquim R. R. A. Martins; Mohamed Amine Bouhlel; Joseph Morlier
In the field of aircraft design, the last few decades have focused on the iterative improve- ment of conventional tube-and-wing designs to reduce cost, noise, and emission. Never- theless, the growing expectation in terms of environment impact for the next generation of aircraft pushes for more radical changes in the design. For unconventional aircraft configurations, the need to integrate more accurate data coming from higher fidelity analysis earlier in the design process becomes more and more necessary. However, high-fidelity tools require long computation times and usually are associated with high-dimensional problems, both in terms of design variables and constraints. Therefore, these optimizations are often done at higher computational cost (gradient-based algorithms) in order to decrease the number of necessary function evaluations. In addition, the use of the adjoint method is often implemented to accurately and efficiently compute derivatives for large numbers of design variables. At the same time, new methods have been investigated to obtain opti- mized configurations at a reasonable computational cost. The work presented in this paper focuses on SEGOMOE algorithm, a solution to tackle this kind of optimization process of complex design problem through the use of an enrichment strategy approach based on mixture of experts surrogate models. Two aerodynamic shape optimization test cases, derived from cases developed by the Aerodynamic Design and Optimization Discussion Group (ADODG) are addressed: one with a single global minimum, and another one with several local minima. Both problems are nonlinearly constrained problems that involve a large number of design variables. Results are compared to gradient-based optimizers. A hybrid approach combining the advantages of both SEGOMOE and gradient-based optimization is proposed and evaluated to reduce the number of function evaluations and to ensure the convergence to the global optimum.
2018 Multidisciplinary Analysis and Optimization Conference | 2018
Thierry Lefebvre; Nathalie Bartoli; Sylvain Dubreuil; Marco Panzeri; Riccardo Lombardi; Wim Lammen; Mengmeng Zhang; Imco van Gent; Pier Davide Ciampa
In this paper methodological investigations regarding an innovative Multidisciplinary Design and Optimization (MDO) approach for conceptual aircraft design are presented. These research activities are part of the ongoing EU-funded research project AGILE. The next generation of aircraft MDO processes is developed in AGILE, which targets significant reductions in aircraft development cost and time to market, leading to cheaper and greener aircraft solutions. The paper introduces the AGILE project structure and recalls the achievements of the first year of activities where a reference distributed MDO system has been formulated, deployed and applied to the design and optimization of a reference conventional aircraft configuration. Then, investigations conducted in the second year are presented, all aiming at making the complex optimization workflows easier to handle, characterized by a high degree of discipline interdependencies, multi-level processes and multi-partner collaborative engineering activities. The paper focuses on an innovative approach in which knowledge-based engineering and collaborative engineering techniques are used to handle a complex aircraft design workflow. Surrogate models replacing clusters of analysis disciplines have been developed and applied to make workflow execution more efficient. The paper details the different steps of the developed approach to set up and operate this test case, involving a team of aircraft design and surrogate modelling specialists, and taking advantage of the AGILE MDO framework. To validate the approach, different executable workflows were generated automatically and used to efficiently compare different MDO formulations. The use of surrogate models for clusters of design competences have been proved to be efficient approach not only to decrease the computational time but also to benchmark different MDO formulations on a complex optimization problem.
2018 AIAA Non-Deterministic Approaches Conference | 2018
M Giselle Fernandez-Godino; Raphael T. Haftka; S. Balachandar; Christian Gogu; Nathalie Bartoli; Sylvain Dubreuil
Dense layers of solid particles surrounding a high energy explosive generate jet-like structures at later times after detonation. Conjectures as to the cause of these jet structures include inhomogeneities in the initial distribution of particles. We characterize this variation as particle volume fraction (PVF), defined as volume of particles divided by the volume of gas and particles in a computational cell. We explore what trimodal sinusoidal initial PVF variation would lead to the observed jet formation. This is done by looking for mode shape parameters that amplify most rapidly via optimization. Because the initial perturbations are small they take time to develop, which places a large computational burden on the simulation. We therefore use large initial imperfections that develop into finger-like structures more rapidly. To reduce further the computational cost of the optimization we build a surrogate model. An initial hurdle was to select an objective function that would measure the growth of the initial perturbations. After substantial analysis and numerical experimentation, we settled on the departure from cylindrical symmetry in the particle distribution. The variables considered are the parameters of a trimodal sinusoidal perturbation (amplitudes, wavelengths, and phases). We observed substantial noise in the objective function due to a combination of randomness in the initial position of the particles and the use of Cartesian coordinates for a cylindrically symmetric problem. Since a noisy function is more difficult to optimize, the noise was reduced by a Fourier filter we have developed. We present a novel technique to measure uncertainties using the problem dihedral symmetries. Although it can be applied to the general case in nine variables (3 amplitudes, 3 wave-numbers and 3 phases) we present a simplified problem in three variables. If the amplitude for each of the three modes is kept the same and there is no phase shift, the order of the wave-numbers does not matter, i.e. the case with wave-numbers (k1, k2, k3) should have the same output than its permutations (k1, k3, k2), (k2, k1, k3), (k2, k3, k1), (k3, k1, k2), (k3, k2, k1). Therefore, for each point simulated, we have five extra validation points that we call permutation points, ready to be used to compute uncertainty. We found range-normalized errors up to 33%.
58th AIAA/ASCE/AHS/ASC Structures, Structural Dynamics, and Materials Conference, 2017 | 2017
Joan Mas Colomer; Nathalie Bartoli; Thierry Lefebvre; Sylvain Dubreuil; Joaquim R. R. A. Martins; Emmanuel Bénard; Joseph Morlier
The developments presented in this paper take place in the context of a broader series of works carried out at ONERA and ISAE-SUPAERO on multidisciplinary design optimization applied to a scaled flight demonstrator. The aim of this work is to develop an optimization process capable of sizing a scaled flight demonstrator in order to reproduce several behaviors en- countered on its corresponding full size aircraft. Unlike the classical optimization problems found in aeronautics, whose objective functions are performance-related (e.g. mass and drag minimization), we aim to maximize the similarity between the scaled model and the full size aircraft. In the aforementioned context, the first part of this paper corresponds to the static aeroelastic similarity problem. However, the approach described herein is general enough to treat other optimization problems, including performance-related ones. The second part of this work deals with the dynamic aspects of the aeroelastic similar- ity. A benchmark case is presented where the structural properties of a given geometry are optimized in order to match the reference modal parameters (i.e., mode shapes and frequencies) of the GARTEUR SM-AG19 model.
Reliability Engineering & System Safety | 2014
Sylvain Dubreuil; Marc Berveiller; Frank Petitjean; Michel Salaün
Computer Methods in Applied Mechanics and Engineering | 2018
Sylvain Dubreuil; Nathalie Bartoli; Christian Gogu; Thierry Lefebvre; J. Mas Colomer
2018 Multidisciplinary Analysis and Optimization Conference | 2018
Sylvain Dubreuil; Nathalie Bartoli; Thierry Lefebvre; Christian Gogu
2018 Multidisciplinary Analysis and Optimization Conference | 2018
Nathalie Bartoli; Thierry Lefebvre; Sylvain Dubreuil; Marco Panzeri; Roberto D'Ippolito; Kirill Anisimov; Andrey Savelyev
Archive | 2017
Sylvain Dubreuil; Juan Mas-Colomer; Michel Salaün; Nathalie Bartoli; Thierry Lefebvre