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108 CHAPITRE 3 PROGRAMME DÉTAILLÉ DU CURSUSProgramme- de la physique au solfège : son et bruit, productionet propagation du son, gamme et harmoniques,caractéristiques physiques et instrumentales desnotes- physiologie, perception et musique- les théories musicales de Pythagore à Rameau- l’ingénierie dans la facture instrumentale au XIXesiècle (système Boehm, saxophone, piano)- les systèmes musicaux (gammes, accords,tempéraments)- le bois et le bois de résonance, influence dumatériau sur l’instrument, spécificité des cordes,des vents et des percussions- les nouveaux matériaux dans la factureinstrumentale (étude de cas sur l’archet enmatériau composite, conception et ingénierie dansla facture instrumentale)- visite d’application dans les collections du muséede la musique (Cité de la musique).NON LINEAR COMPUTATIONALMECHANICSResponsables : G. CAILLETAUD, J.-L. CHABOCHE.ObjectifThe field of Nonlinear Computational Mechanicshas grown very rapidly during the last decade.Due to the dramatic power increase of computersand workstations, research is very active. On theother hand, the development of robust and userfriendly engineering software allows a wide rangeof applications in industry. The course presentsan overview of the classical models and of thenumerical methods used in the area, and showshow they can be applied in practical cases. Theoryincludes material and geometrical nonlinearities,and the numerical implementation in computercodes. Applications are taken from classicaldomains like aeronautical, spatial or car industry,but also from microelectronics, the field of energyfor sustainable development, biomaterials, etc...Computer labs are planned in the cursus. Studentswill be invited to choose their style: as developers,they will have the opportunity to introduce newfeatures in a selected finite element code; as users,they will have to perform finite element analyseson simple case studies involving material and/orgeometrical nonlinearities.After the course, attendants should have a goodknowledge of some basic aspects in mechanicsof material, including the material constitutiveequations, the numerical algorithms and thefinite element procedures. They will have theability: to choose a material model and the properprocedure to identify the material parameters fromexperiment; to perform calculations of the stressor temperature fields in nonlinear cases, and tosuccessfully manage the iterative processesassociated to nonlinearities; to deal with contactproblems; to evaluate the quality of a FE resultobtained with a nonlinear computation (meshsensitivity, numerical integration).Programme- basic material models: material modeling,including rheology, plasticity criterion,incremental theory of plasticity, 3D plastic flow,basic hardening rules. Identification procedures,inverse problems- advanced constitutive equations : cyclic andcomplex loadings, damage models, models forthermomechanical loadings, foams and cellularsystems, hyperelasticity, polymeric materials- finite element formulation: elementary
PROGRAMME DÉTAILLÉ DU CURSUS CHAPITRE 3109introduction of the method for thermal andmechanical applications. Newton technique,element assembly, tangent matrix. Integrationof the constitutive equations, implicit algorithms- geometrical nonlinear and contact analysis,stabilization methods. Stability problems.Localization process. Mesh adaptation- coupled problems (thermal-metallurgicalmechanicalinteractions).OPERATIONS RESEARCH IN THEINDUSTRYResponsable : J.-C. CULIOLIObjectifThis course will focus on three important conceptsof Optimization and Computer Science theory :linear programming (LP), graph theory and dynamicprogramming (DP). Its aim is to provide ATHENSstudents with a solid background in OperationsResearch so they can tackle real problems in theindustry. The domain of applications is spreadingfrom planning, to logistics, from routing to andinventory control to revenue management.After a two days ”crash-course” in operationsresearch that will focus on fundamental conceptsand techniques, we will work with them on 6 testcasesthat can be found in Airlines or Transportationcompanies, Telecommunication companies,Services and commodities.ProgrammeOR Crash-course = two days- linear Programming- dynamic Programming- duality : how it is used in algorithms- integer and Mixed-Integer Programming- graph Theory : the main models- heuristics, Branch & Bound, Column generation- advanced Modeling.Applications = three days- inventory control- planning and assignment problems- network optimization- scheduling- routing, Shortest-Path problems- revenue Management .OPTIMISATIONResponsables : N. PETIT, P. CARPENTIER.ObjectifCe cours commence par donner les outils de baseen optimisation avec ou sans contraintes pour lesproblèmes continus de dimension finie. Ensuite, ondéveloppe deux thèmes. Le premier concerne lesproblèmes discrets et l’optimisation combinatoireENSEIGNEMENTS AU CHOIX2 ÈME / 3 ÈME ANNÉE
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6 CHAPITRE 1 INTRODUCTIONUNE FORMAT
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10CHAPITRE 1INTRODUCTIONUNE ÉCOLE
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12 CHAPITRE 2 PRÉSENTATION GÉNÉR
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PRÉSENTATION GÉNÉRALE DU CYCLE C
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PRÉSENTATION GÉNÉRALE DU CYCLE C
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PROGRAMME DÉTAILLÉ DU CURSUS CHAP
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1 RE ANNÉE/PROGRAMME DÉTAILLÉ DU
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SERVICES ET ASSOCIATIONS CHAPITRE 4
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FORMATIONS POST-DIPLÔME CHAPITRE 5
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FORMATIONS POST-DIPLÔME CHAPITRE 5
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181 181LISTE DES ENSEIGNANTS&INDEX
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DEFFAIN Jean-Paul, CEADELAITRE Loï
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SERRA Jean, EMP, Centre de morpholo
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Energie et changement climatique ..
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NOTES
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NOTES
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