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Academic literature on the topic 'Moments d'ordre élevé'
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Journal articles on the topic "Moments d'ordre élevé"
Soudani, Azeddine, and Rachid Bessaïh. "Analyse statistique des moments d'ordre élevé dans une couche limite turbulente en présence de différences de densité importantes." Mécanique & Industries 5, no. 6 (November 2004): 659–71. http://dx.doi.org/10.1051/meca:2004069.
Full textAdams, Tracey, and Kevin McQuillan. "New Jobs, New Workers? Organizational Restructuring and Management Hiring Decisions." Articles 55, no. 3 (April 12, 2005): 391–413. http://dx.doi.org/10.7202/051326ar.
Full textPoznanski, Thaddée. "Loi modifiant la loi des accidents du travail." Commentaires 22, no. 4 (April 12, 2005): 558–65. http://dx.doi.org/10.7202/027838ar.
Full textDissertations / Theses on the topic "Moments d'ordre élevé"
Demaldent, Edouard. "Etude de schémas de discrétisation d'ordre élevé pour les équations de Maxwell en régime harmonique." Paris 9, 2009. https://bu.dauphine.psl.eu/fileviewer/index.php?doc=2009PA090028.
Full textThis thesis deals with numerical simulation issues, and concerns the study of time- harmonic electromagnetic scattering problems. We are mainly interested in integral re-presentation methods and in simulations that need the use of a direct solver. Their range of application is rapidly limited with classical approximation schemes, since they require a large number of unknowns to achieve accurate results. To overcome this problem, we intend to adapt the spectral finite element method to electromagnetic integral equa-tions, then to the hybrid boundary element - finite element method (BE-FEM). The main advantage of our approach is that the Hdivconforming property (Hdiv-Hcurl within the BE-FEM) is enforced, meanwhile it can be interpreted as a point-based scheme. This al-lows a significant increase of the approximation order, that yields to a dramatical decrease of both the number of unknowns and computational costs, while ensuring the accuracy of the result. Another originality of our study lies in the development of high-order ani-sotropic hexahedral elements, to deal with conducting scatterers coated with a thin layer of material. Key words :computational electromagnetics, Maxwell equations, integral equations, hybrid boundary element - finite element method, method of moments, spectral finite element method, high-order approximation
Meltz, Bertrand. "Analyse mathématique et numérique de systèmes d’hydrodynamique compressible et de photonique en coordonnées polaires." Thesis, Université Paris-Saclay (ComUE), 2015. http://www.theses.fr/2015SACLS062/document.
Full textThis thesis deals with the mathematical and numerical analysis of the systems of compressible hydrodynamics and radiative transfer. More precisely, we study the derivation of numerical methods with 2D polar coordinates (one for the radius, one for the angle) where equations are discretized on regular polar grids. On one hand, these methods are well-suited for the simulation of flows with polar symetries since they preserve these symetries by construction. On the other hand, such coordinates systems introduce geometrical singularities as well as geometrical source terms which must be carefully treated. The first part of this document is devoted to the study of hydrodynamics equations, or Euler equations. We propose a new class of arbitrary high-order numerical schemes in both space and time and rely on directional splitting methods for the resolution of 2D equations. Each sub-system is solved using a Lagrange+Remap solver. We study the influence of the r=0 geometrical singularities of the cylindrical and spherical coordinates systems on the precision of the 2D numerical solutions. The second part of this document is devoted to the study of radiative transfer equations. In these equations, the unknowns depend on a large number of variables and a stiff source term is involved. The main difficulty consists in capturing the correct asymptotic behavior on coarse grids. We first construct a class of models where the radiative intensity is projected on a truncated spherical harmonics basis in order to lower the number of mathematical dimensions. Then we propose an Asymptotic Preserving scheme built in polar coordinates and we show that the scheme capture the correct diffusion limit in the radial direction as well as in the polar direction
Géneaux, Romain. "Le moment angulaire de la lumière en génération d'harmoniques d'ordre élevé." Thesis, Université Paris-Saclay (ComUE), 2016. http://www.theses.fr/2016SACLS474/document.
Full textAngular momentum is an ubiquitous quantity in all areas of physics. Just like matter, radiation carries angular momentum. It can be decomposed in two parts, namely the spin angular momentum (SAM) and the orbital angular momentum (OAM). Each one of these components has very specific properties and lead to numerous applications using visible and infrared light. In this thesis, we study the behavior of these two types of light angular momentum in a very non-linear process called high harmonic generation (HHG). In this physical process known since 1987, an intense infrared laser is focused into an atomic or molecular gas jet, which in the right intensity regime allows to generate a radiation which has a short wavelength (extreme ultraviolet domain) and is extremely brief (attosecond, 1 as = 10⁻¹⁸ s).We begin by describing theoretically this process, as well as defining in depth the notion of light angular momentum. We then study HHG from an infrared laser carrying OAM. This allows to obtain an unique light source, generating ultrashort light pulses of controlled orbital angular momentum with a wavelength of the order of 10 nm. We then study GHOE from beams carrying MAS. Using a resonance from the generation gas, we manage to transfer this angular momentum to the emitted extreme ultraviolet radiation. This radiation is finally used to measure photoionisation circular dichroisms in chiral molecules, measurements previously restricted to synchrotron sources. This paves the way towards chiroptic time resolved measurement on a femto/attosecond timescale
Chappuis, Céline. "Génération d'harmoniques d'ordre élevé à deux faisceaux portant du moment angulaire." Thesis, Université Paris-Saclay (ComUE), 2019. http://www.theses.fr/2019SACLS022/document.
Full textHigh-order harmonic generation is a highly nonlinear laser-matter interaction process which allows the synthesis of sub-femtosecond pulses, also called attosecond (1 as = 10⁻¹⁸ s) pulses. My PhD is centered around the study of angular momentum transfer during this process, in order to control spatial and polarization features of the radiation which is emitted in the extreme ultraviolet. As for matter, the angular momentum of light can be divided into a spin component, associated with the beam’s polarization, and an orbital component, related to the shape of the wavefront. The control of high harmonics’ angular momentum requires generating schemes involving two crossing beams, thus creating a diffraction grating in the generating medium.We have shown that, although the transfer rules obey conservation laws of the angular momentum, the fine description of the phenomenon requires an accurate analysis of the laser field in the generation medium. This work opens the road for advanced shaping of attosecond pulses
Stupfler, Gilles. "Un modèle de Markov caché en assurance et Estimation de frontière et de point terminal." Phd thesis, Université de Strasbourg, 2011. http://tel.archives-ouvertes.fr/tel-00638368.
Full textSabat, Macole. "Modèles euleriens et méthodes numériques pour la description des sprays polydisperses turbulents." Thesis, Université Paris-Saclay (ComUE), 2016. http://www.theses.fr/2016SACLC086.
Full textIn aeronautical combustion chambers, the ability to simulate two-phase flows gains increasing importance nowadays since it is one of the elements needed for the full understanding and prediction of the combustion process. This matter is motivated by the objective of improving the engine performance and better predicting the pollutant emissions. On the industrial scale, the description of the fuel spray found downstream of the injector is preferably done through Eulerian methods. This is due to the intrinsic statistical convergence of these methods, their natural coupling to the gas phase and their efficiency in terms of High Performance Computing compared to Lagrangian methods. In this thesis, the use of Kinetic-Based Moment Method with an Anisotropic Gaussian (AG) closure is investigated. By solving all velocity moments up to second order, this model reproduces statistically the main features of small scale Particles Trajectories Crossing (PTC). The resulting hyperbolic system of equations is mathematically well-posed and satisfies the realizability properties. This model is compared to the first order model in the KBMM hierarchy, the monokinetic model MK which is suitable of low inertia particles. The latter leads to a weakly hyperbolic system that can generate δ-shocks. Several schemes are compared for the resolution of the hyperbolic and weakly hyperbolic system of equations. These methods are assessed based on their ability to handle the naturally en- countered singularities due to the moment closures, especially without globally degenerating to lower order or violating the realizability constraints. The AG is evaluated for the Direct Numerical Simulation of 3D turbulent particle-laden flows by using ASPHODELE solver for the gas phase, and MUSES3D solver for the Eulerian spray in which the new model is implemented. The results are compared to the reference Lagrangian simulation as well as the MK results. Through the qualitative and quantitative results, the AG is found to be a predictive method for the description of moderately inertial particles and is a good candidate for complex simulations in realistic configurations where small scale PTC occurs. Finally, within the framework of industrial turbulence simulations a fully kinetic Large Eddy Simulation formalism is derived based on the AG model. This strategy of directly applying the filter on the kinetic level is helpful to devise realizability conditions. Preliminary results for the AG-LES model are evaluated in 2D, in order to investigate the sensitivity of the LES result on the subgrid closures
Bonhomme, Stéphane. "Inégalité, mobilité et hétérogénéité sur le marché du travail : Contribution Empiriques et Méthodiques." Phd thesis, Université Panthéon-Sorbonne - Paris I, 2006. http://tel.archives-ouvertes.fr/tel-00163065.
Full textDans le deuxième chapitre nous étudions l'effet de la mobilité entre emplois sur les corrélations entre salaires et caractéristiques non salariales. Dans notre modèle, de fortes préférences pour ces caractéristiques ne se traduisent pas nécessairement en corrélations négatives si les frictions de mobilité sont importantes. Sur données européennes, nous estimons de fortes préférences pour certaines caractéristiques telles que le type de travail ou la sécurité de l'emploi, ainsi que des différentiels de salaires très faibles entre niveaux d'aménités.
Les chapitres 3 et 4 introduisent une méthode de modélisation de l'hétérogénéité inobservée : l'analyse en composantes indépendantes. Celle-ci diffère de l'analyse en composantes principales en ce que les facteurs ne sont pas supposés simplement non corrélés, mais statistiquement indépendants. Cette hypothèse permet d'identifier les facteurs de manière non ambigüe. Nous appliquons notre méthode à des données de salaires de l'éducation pour l'année 1995 en France. Nos résultats suggèrent une relation complexe et multidimensionnelle entre le niveau d'étude et son rendement sur le marché du travail.
Sanson, Fabrice. "Génération et optimisation d'harmoniques d’ordres élevés portant un moment angulaire orbital pour l'injection dans un plasma de laser X-UV." Thesis, université Paris-Saclay, 2021. http://www.theses.fr/2021UPASP026.
Full textThis document presents the CIFRE/Amplitude thesis work carried out to set up on the LASERIX XUV line an experiment of high harmonic generation by a pump infrared beam carrying a non-zero orbital angular momentum produced by adding a phase plate on the beam path. The originality of our approach was to generate the harmonics in a relatively long gas cell (around 10mm) and to characterize the optical vortices of harmonic 25 by a Extreme Ultraviolet Hartmann. We demonstrated that the sensitivity of the detector and the reliability of the software processing of the data made it possible to verify that harmonic 25 typically carries an orbital angular momentum of 25, as theoretically predicted. Further analysis of the experimental data allowed us to quantitatively demonstrate the intrinsically multimode nature of the produced beams. I have therefore detailed the different methods of analysis proposed in the literature, I could compare their reliability and their relevance to describe the physical phenomenon at work. I also studied in detail the robustness and convergence of the analytical methods applied to beams with typical orbital angular momenta as high as l=25. The analysis of the data allowed me to show the role of even very weak residual astigmatism contained in the pump infrared beam to produce the bi-lobal shape of the vortices. This characteristic shape was also obtained by other teams. One way to regain a truly annular shape is to set up an active optimization loop of the pump laser wavefront. I have also developed propagation and diffraction calculations of beams carrying non-zero orbital angular momenta, whether in EUV or infrared. This allowed me to quantify the multimode character, in terms of LG modes, of the infrared beams passing through a phase plate that was first assumed to be perfect, then real. Then I showed using the single atom model for harmonic generation that this non-linear, non-perturbative process intrinsically induced new radial LG modes. Finally, the objective of all this work for the LASERIX team was to demonstrate the ability of an X-ray laser amplifier plasma pumped from a solid target to amplify a harmonic vortex at the right wavelength, while maintaining its modal structure and in any case the charge carried by the beam. A collaboration with Eduardo Oliva from Madrid, who carries out Maxwell Bloch simulations, shows that this is possible from the point of view of the fundamental physics of the amplification in this wavelength range
Kaassamani, Shatha. "Polarization Spectroscopy of High Order Harmonic Generation in Semiconductors Orbital angular momentum from semiconductor high-order harmonics All semiconductor enhanced highharmonic generation from a single nanostructured cone." Thesis, université Paris-Saclay, 2020. http://www.theses.fr/2020UPASP091.
Full textSince its first observation, a decade ago, high harmonic generation (HHG) in crystals has proved to be an efficient, controllable and compact source of coherent XUV radiation. In this thesis, we investigate HHG in 2D materials, particularly graphene, and in different semiconductor crystals mainly zinc oxide, silicon, gallium arsenide and magnesium oxide. We find that the laser properties, such as its intensity, polarization and ellipticity, and the crystal properties are interrelated. Moreover, we shed the light on the role of the linear and nonlinear propagation effects mainly the Kerr effect, upon laser interaction with the crystal, which can significantly influence the high harmonic generation efficiency. Although this presents major limitations, we show that in some cases it turns out to be an advantage. Finally, we demonstrate the manipulation of the harmonic radiation at the source of the emission by patterning nanostructures to confine and enhance nanojoule laser pulses, and generate harmonic beams carrying orbital angular momentum. Lastly, we successfully image a micrometer-sized sample by the coherent diffractive imaging (CDI) technique based on solid-state harmonics
Oueslati, Soumaya. "Une nouvelle formulation variationnelle pour le problème de diffusion en électromagnétisme utilisant une méthode intégrale avec une condition aux limites d'impédance d'ordre élevé - Petites perturbations d'une interface pour le système de Stokes." Thesis, Cergy-Pontoise, 2019. http://www.theses.fr/2019CERG1046.
Full textThis thesis contains two main parts. In the first one, we propose a new variational formulation for the electromagnetic scattering problem which derives from an integral method with the use of high order impedance boundary condition (HOIBC) to improve the accuracy of Leontovich impedance boundary condition. Then, we give the discretization for this formulation with Rao-Wilton-Glisson basis functions. Therefore, we propose an approximation of the high order impedance boundary condition which is Hodge operator. We use the jump formulas and the theory of distributions to overcome the difficulty of the discretization of div(n × w) and rot(w) for all w in H(div). Moreover, we implement three methods to evaluate some singular integrals that appear in the boundary integral equation. The performances of the HOIBC are evaluated by calculating the radar cross section (RCS) with different meshes for the unit sphere. We also compare the numerical and analytical results. In the second part, we have considered the Stokes system for a viscous medium consisting of an inclusion immerged in a background medium. We derive the asymptotic expansion of the perturbed velocity field due to the presence of small perturbations in the interface of an inclusion using the layer potential theory. Further, we use these techniques to determine a relationship between Stokes solutions measurements and the shape of the object. Besides, we prove an asymptotic expansion for the perturbation in the viscosity moment tensors caused by the presence of an inhomogeneity