Les Inscriptions à la Bibliothèque sont ouvertes en
ligne via le site: https://biblio.enp.edu.dz
Les Réinscriptions se font à :
• La Bibliothèque Annexe pour les étudiants en
2ème Année CPST
• La Bibliothèque Centrale pour les étudiants en Spécialités
A partir de cette page vous pouvez :
Retourner au premier écran avec les recherches... |
Détail de l'indexation
PM00619
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Ouvrages de la bibliothèque en indexation PM00619
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Torsion axisymétrique d’une plaque élastique épaisse affaiblie par une fissure circulaire / Dounia-Dalila Benbarek
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Titre : Torsion axisymétrique d’une plaque élastique épaisse affaiblie par une fissure circulaire Type de document : texte imprimé Auteurs : Dounia-Dalila Benbarek, Auteur ; Belkacem Kebli, Directeur de thèse Editeur : [S.l.] : [s.n.] Année de publication : 2019 Importance : 94 f. Présentation : ill. Format : 30 cm. Accompagnement : 1 CD-ROM. Note générale : Mémoire de Projet de Fin d’Études : Génie Mécanique : Alger, École Nationale Polytechnique : 2019
Bibliogr. f. 91 - 94 . - Annexe f. 82 - 90Langues : Français (fre) Mots-clés : Déformation élastique ; Torsion axisymétrique ; Fissure circulaire ; Transformation de Hankel ; Équations intégrales duales ; Facteur d’intensité de contraintes Index. décimale : PM00619 Résumé : Nous traitons à travers ce mémoire le problème de torsion axisymétrique d’une plaque épaisse par un disque rigide de rayon b appliqué sur sa surface externe. Le milieu est a˙aibli par une fissure circulaire de rayon a supposée libre de charge. A travers ce travail nous nous intéressons à étudier la répartition des déplacements et les contraintes après avoir appliqué un moment de torsion qui fait tourner le disque rigide d’un angle !. L’équation d’équilibre en contraintes aux dérivées partielles du modèle élastique est résolue par la méthode de la transformation intégrale de Hankel. Les conditions aux limites mixtes permettent de ramener le problème étudié à deux systèmes couplés d’équations intégrales duales. Moyennant la for-mule de développement de Gegenbauer, ces dernières équations se réduisent à des systèmes d’équations algébriques linéaires infinies.
A l’aide de la transformée inverse de Hankel, on déduit les expressions analytiques des dé-placements, des contraintes et du facteur d’intensité de contraintes exprimées à l’aide des coeÿcients des systèmes algébriques sous forme de série de Bessel. Ces expressions sont ana-lysées, représentées et illustrées graphiquement.Torsion axisymétrique d’une plaque élastique épaisse affaiblie par une fissure circulaire [texte imprimé] / Dounia-Dalila Benbarek, Auteur ; Belkacem Kebli, Directeur de thèse . - [S.l.] : [s.n.], 2019 . - 94 f. : ill. ; 30 cm. + 1 CD-ROM.
Mémoire de Projet de Fin d’Études : Génie Mécanique : Alger, École Nationale Polytechnique : 2019
Bibliogr. f. 91 - 94 . - Annexe f. 82 - 90
Langues : Français (fre)
Mots-clés : Déformation élastique ; Torsion axisymétrique ; Fissure circulaire ; Transformation de Hankel ; Équations intégrales duales ; Facteur d’intensité de contraintes Index. décimale : PM00619 Résumé : Nous traitons à travers ce mémoire le problème de torsion axisymétrique d’une plaque épaisse par un disque rigide de rayon b appliqué sur sa surface externe. Le milieu est a˙aibli par une fissure circulaire de rayon a supposée libre de charge. A travers ce travail nous nous intéressons à étudier la répartition des déplacements et les contraintes après avoir appliqué un moment de torsion qui fait tourner le disque rigide d’un angle !. L’équation d’équilibre en contraintes aux dérivées partielles du modèle élastique est résolue par la méthode de la transformation intégrale de Hankel. Les conditions aux limites mixtes permettent de ramener le problème étudié à deux systèmes couplés d’équations intégrales duales. Moyennant la for-mule de développement de Gegenbauer, ces dernières équations se réduisent à des systèmes d’équations algébriques linéaires infinies.
A l’aide de la transformée inverse de Hankel, on déduit les expressions analytiques des dé-placements, des contraintes et du facteur d’intensité de contraintes exprimées à l’aide des coeÿcients des systèmes algébriques sous forme de série de Bessel. Ces expressions sont ana-lysées, représentées et illustrées graphiquement.Exemplaires
Code-barres Cote Support Localisation Section Disponibilité Spécialité Etat_Exemplaire P000383 PM00619 Papier + ressource électronique Bibliothèque centrale Projet Fin d'Etudes Disponible Genie_mecanique Consultation sur place/Téléchargeable Documents numériques
BENBAREK.Dounia-Dalila.pdfURL