SUR QUELQUES PROBLEMES D'ANALYSE NUMERIQUE ET DE CONTROLE OPTIMAL EN PHYSIQUE DES PLASMAS PDF Download
Are you looking for read ebook online? Search for your book and save it on your Kindle device, PC, phones or tablets. Download SUR QUELQUES PROBLEMES D'ANALYSE NUMERIQUE ET DE CONTROLE OPTIMAL EN PHYSIQUE DES PLASMAS PDF full book. Access full book title SUR QUELQUES PROBLEMES D'ANALYSE NUMERIQUE ET DE CONTROLE OPTIMAL EN PHYSIQUE DES PLASMAS by Jacques Blum. Download full books in PDF and EPUB format.
Author: Jacques Blum Publisher: ISBN: Category : Languages : fr Pages : 442
Book Description
MODELISATION, SIMULATION NUMERIQUE ET CONTROLE OPTIMAL DE L'EQUILIBRE DU PLASMA DANS UN TOKAMAK. POUR UNE CONFIGURATION A SYMETRIE AXIALE, LES EQUATIONS D'EQUILIBRE SONT DES EQUATIONS AUX DERIVEES PARTIELLES ELLIPTIQUES NON LINEAIRES, LA FRONTIERE DU PLASMA ETANT UNE FRONTIERE LIBRE. LES EQUATIONS SONT RESOLUES NUMERIQUEMENT PAR DES METHODES D'ELEMENTS FINIS ET ON ETUDIE LES BRANCHES DE SOLUTIONS D'EQUILIBRE. ETUDE DU PROBLEME DE L'IDENTIFICATION ET DU CONTROLE OPTIMAL DE LA FRONTIERE DU PLASMA
Author: Jacques Blum Publisher: ISBN: Category : Languages : fr Pages : 442
Book Description
MODELISATION, SIMULATION NUMERIQUE ET CONTROLE OPTIMAL DE L'EQUILIBRE DU PLASMA DANS UN TOKAMAK. POUR UNE CONFIGURATION A SYMETRIE AXIALE, LES EQUATIONS D'EQUILIBRE SONT DES EQUATIONS AUX DERIVEES PARTIELLES ELLIPTIQUES NON LINEAIRES, LA FRONTIERE DU PLASMA ETANT UNE FRONTIERE LIBRE. LES EQUATIONS SONT RESOLUES NUMERIQUEMENT PAR DES METHODES D'ELEMENTS FINIS ET ON ETUDIE LES BRANCHES DE SOLUTIONS D'EQUILIBRE. ETUDE DU PROBLEME DE L'IDENTIFICATION ET DU CONTROLE OPTIMAL DE LA FRONTIERE DU PLASMA
Author: V. Barbu Publisher: Birkhäuser ISBN: 303488625X Category : Science Languages : en Pages : 344
Book Description
This book collects research papers presented in the First Franco Romanian Conference on Optimization, Optimal Control and Partial Differential Equations held at lasi on 7-11 september 1992. The aim and the underlying idea of this conference was to take advantage of the new SOCial developments in East Europe and in particular in Romania to stimulate the scientific contacts and cooperation between French and Romanian mathematicians and teams working in the field of optimization and partial differential equations. This volume covers a large spectrum of problems and result developments in this field in which most of the participants have brought notable contributions. The following topics are discussed in the contributions presented in this volume. 1 -Variational methods in mechanics and physical models Here we mention the contributions of D. Cioranescu. P. Donato and H.I. Ene (fluid flows in dielectric porous media). R. Stavre (the impact of a jet with two fluids on a porous wall). C. Lefter and D. Motreanu (nonlinear eigenvalue problems with discontinuities). I. Rus (maximum principles for elliptic systems). and on asymptotic XII properties of solutions of evolution equations (R Latcu and M. Megan. R Luca and R Morozanu. R Faure). 2 -The controllabillty of Inflnlte dimensional and distributed parameter systems with the contribution of P. Grisvard (singularities and exact controllability for hyperbolic systems). G. Geymonat. P. Loreti and V. Valente (exact controllability of a shallow shell model). C.
Book Description
LE BUT DE L'ETUDE EST LA DETERMINATION DU CHAMP ELECTRIQUE DANS LE PLASMA D'UN TOKAMAK, EN UTILISANT LES VALEURS NUMERIQUES DU CHAMP MESUREES EN BORD DU TORE ET CELLES DU COURANT TOTAL DANS LE PLASMA. UNICITE DE LA SOLUTION DU PROBLEME QUAND ELLE EXISTE. EXISTENCE ET UNICITE DE LA SOLUTION D'UN PROBLEME AUXILIAIRE. TRANSFORMATION DU PROBLEME EN UN PROBLEME DE CONTROLE OPTIMAL. RESOLUTION DU PROBLEME DE CONTROLE PAR UNE METHODE DE DESCENTE. DISCRETISATION DES EQUATIONS D'EVOLUTION. DEUXIEME METHODE DE RESOLUTION NUMERIQUE DES SYSTEMES D'EVOLUTION A L'AIDE DE DEVELOPPEMENTS EN SERIES DE FOURIER-BESSEL. DEUXIEME APPROCHE DU PROBLEME. ESSAIS NUMERIQUES POUR DIFFERENTS TYPES DE CAS TESTS; CAS ALCATOR. TRAITEMENT DES DONNEES EXPERIMENTALES POUR LE TFR.
Book Description
MODELE D'EVOLUTION DES PLASMAS DENSES PRODUITS LORS DE L'IRRADIATION D'UN GRANULE DE MATIERE PAR UN LASER, OBTENU APRES DERIVATION DES EQUATIONS DE LA MHD. LA SIMPLIFICATION DU MODELE CONDUIT A UN SYSTEME DE 5 EQUATIONS COUPLEES DE TYPE PARABOLIQUE-HYPERBOLIQUE. LEUR INTEGRATION NUMERIQUE FAIT APPEL AUX METHODES DE DIFFERENCES FINIES ET DE PAS FRACTIONNAIRES. SIMULATION DU COMPORTEMENT DE PLASMAS PEU DENSES CONFINES DANS DES SECTIONS DROITES AUTRES QUE CIRCULAIRES. ETUDE ET RESOLUTION DES EQUATIONS DE MAXWELL. ETUDE DE L'EQUILIBRE D'UN PLASMA DE FORME QUELCONQUE EN GEOMETRIE AXISYMETRIQUE: CALCUL DU CHAMP MERIDIEN, DETERMINATION DES COURBES DE NIVEAU SUR LESQUELLES LA PRESSION EST CONSTANTE, DEFINISSANT LES TEMPERATURES ET DENSITES. CALCUL DES COURANTS DANS DES CONDUCTEURS PLACES ENTRE LE PLASMA ET LA COQUE REALISANT L'EQUILIBRE D'UN PLASMA DANS UNE CAVITE: PROBLEME DE CONTROLE OPTIMAL.
Author: A.M. Khludnev Publisher: Springer Science & Business Media ISBN: 9783764352387 Category : Computers Languages : en Pages : 388
Book Description
This book covers the boundary value problems for a wide range of mathematical models of the mechanics of deformable bodies, in particular, the boundary value problems concerning plates and shells, crack theory, and elastoplastic bodies. An essential feature of the discussed boundary value problems is the availability of the inequality type constraints imposed on solutions such as the impenetration condition for contact problems, the yield plasticity condition, etc. As a consequence, the presence of free boundaries is typical of the boundary value problems concerned. The objective of the book is to display some new methods of analyzing such problems, as well as to perform research on new models evolved from engineering practice. Readers will find a variety of new mathematical models describing some contact problems for plates and shells, an equilibrium of plates involving cracks, etc. Furthermore, some new mathematical methods are presented which were specially developed by the authors to study the problems concerned. These help to convey a comprehensive picture of the present state of mathematical problems on the free-boundary elasticity and plasticity theory. The book is intended for postgraduates, scientists and engineers.and for Students interested in problems of modelling and optimal control in the mechanics of deformable bodies.
Author: Jacques Blum
Author: Jacques Blum
Author: V. Barbu
Author: D.. GOLDMAN HILHORST
Author: Jean-Paul Boujot
Author: Danielle Goldman-Hilhorst (auteur d'une thèse de sciences.)
Author: Danielle Hilhorst-Goldman
Author: Hervé Gourgeon
Author: Jacques Blum
Author: A.M. Khludnev
Author: Jean-Paul Boujot