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2018
BATACHE D, KANIT T, KADDOURI W, BENSAADA R, OUTTAS T. An iterative analytical model for heterogeneous materials homogenization,. Composites Part B: EngineeringComposites Part B: Engineering. 2018;Volume 142 :Pages 56-67.Abstract
The purpose of this study was to establish a method based on an iterative scheme to approximate the numerical solution obtained from finite elements analysis for an RVE in two and three dimensions based on the homogenization concept for the assessment of the effective properties. The bounds of Hashin–Shtrikman and Voigt–Reuss were considered in the iterative process based on an updating of the constitutive relations of these models respectively. In this study, by assumption, we took the particular case of the heterogeneous materials with several elastic isotopic phases. The output variables considered using the iterative process are the bulk, shear modulus and the thermal conductivity. We have found a fast convergence of the iterative solution to the numerical result with a suitable concordance between the two solutions at the final step.
BATACHE D, KANIT T, KADDOURI W, BENSAADA R, OUTTAS T. An iterative analytical model for heterogeneous materials homogenization,. Composites Part B: EngineeringComposites Part B: Engineering. 2018;Volume 142 :Pages 56-67.Abstract
The purpose of this study was to establish a method based on an iterative scheme to approximate the numerical solution obtained from finite elements analysis for an RVE in two and three dimensions based on the homogenization concept for the assessment of the effective properties. The bounds of Hashin–Shtrikman and Voigt–Reuss were considered in the iterative process based on an updating of the constitutive relations of these models respectively. In this study, by assumption, we took the particular case of the heterogeneous materials with several elastic isotopic phases. The output variables considered using the iterative process are the bulk, shear modulus and the thermal conductivity. We have found a fast convergence of the iterative solution to the numerical result with a suitable concordance between the two solutions at the final step.
BATACHE D, KANIT T, KADDOURI W, BENSAADA R, OUTTAS T. An iterative analytical model for heterogeneous materials homogenization,. Composites Part B: EngineeringComposites Part B: Engineering. 2018;Volume 142 :Pages 56-67.Abstract
The purpose of this study was to establish a method based on an iterative scheme to approximate the numerical solution obtained from finite elements analysis for an RVE in two and three dimensions based on the homogenization concept for the assessment of the effective properties. The bounds of Hashin–Shtrikman and Voigt–Reuss were considered in the iterative process based on an updating of the constitutive relations of these models respectively. In this study, by assumption, we took the particular case of the heterogeneous materials with several elastic isotopic phases. The output variables considered using the iterative process are the bulk, shear modulus and the thermal conductivity. We have found a fast convergence of the iterative solution to the numerical result with a suitable concordance between the two solutions at the final step.
BATACHE D, KANIT T, KADDOURI W, BENSAADA R, OUTTAS T. An iterative analytical model for heterogeneous materials homogenization,. Composites Part B: EngineeringComposites Part B: Engineering. 2018;Volume 142 :Pages 56-67.Abstract
The purpose of this study was to establish a method based on an iterative scheme to approximate the numerical solution obtained from finite elements analysis for an RVE in two and three dimensions based on the homogenization concept for the assessment of the effective properties. The bounds of Hashin–Shtrikman and Voigt–Reuss were considered in the iterative process based on an updating of the constitutive relations of these models respectively. In this study, by assumption, we took the particular case of the heterogeneous materials with several elastic isotopic phases. The output variables considered using the iterative process are the bulk, shear modulus and the thermal conductivity. We have found a fast convergence of the iterative solution to the numerical result with a suitable concordance between the two solutions at the final step.
BATACHE D, KANIT T, KADDOURI W, BENSAADA R, OUTTAS T. An iterative analytical model for heterogeneous materials homogenization,. Composites Part B: EngineeringComposites Part B: Engineering. 2018;Volume 142 :Pages 56-67.Abstract
The purpose of this study was to establish a method based on an iterative scheme to approximate the numerical solution obtained from finite elements analysis for an RVE in two and three dimensions based on the homogenization concept for the assessment of the effective properties. The bounds of Hashin–Shtrikman and Voigt–Reuss were considered in the iterative process based on an updating of the constitutive relations of these models respectively. In this study, by assumption, we took the particular case of the heterogeneous materials with several elastic isotopic phases. The output variables considered using the iterative process are the bulk, shear modulus and the thermal conductivity. We have found a fast convergence of the iterative solution to the numerical result with a suitable concordance between the two solutions at the final step.
Houda G, Tayeb B, Yahiaoui D. Key parameters influencing performance and failure modes for interaction soil–pile–structure system under lateral loading. Asian Journal of Civil EngineeringAsian Journal of Civil Engineering. 2018;19 :355-373.
Houda G, Tayeb B, Yahiaoui D. Key parameters influencing performance and failure modes for interaction soil–pile–structure system under lateral loading. Asian Journal of Civil EngineeringAsian Journal of Civil Engineering. 2018;19 :355-373.
Houda G, Tayeb B, Yahiaoui D. Key parameters influencing performance and failure modes for interaction soil–pile–structure system under lateral loading. Asian Journal of Civil EngineeringAsian Journal of Civil Engineering. 2018;19 :355-373.
Bensekhria N, Benhassine W. L’analyse angulaire des postures adoptées lors de la confection et l’ablation des plâtres au service d’orthopédie. Archives des Maladies Professionnelles et de l'EnvironnementArchives des Maladies Professionnelles et de l'Environnement. 2018;79 :355-356.
Bensekhria N, Benhassine W. L’analyse angulaire des postures adoptées lors de la confection et l’ablation des plâtres au service d’orthopédie. Archives des Maladies Professionnelles et de l'EnvironnementArchives des Maladies Professionnelles et de l'Environnement. 2018;79 :355-356.
Bensekhria N, Chenouf N, Benhassine W. L’impact de diverses formes d’organisation temporelle du travail sur l’aspect quantitatif et qualitatif du sommeil chez les pompiers. Archives des Maladies Professionnelles et de l'EnvironnementArchives des Maladies Professionnelles et de l'Environnement. 2018;79 :417-418.
Bensekhria N, Chenouf N, Benhassine W. L’impact de diverses formes d’organisation temporelle du travail sur l’aspect quantitatif et qualitatif du sommeil chez les pompiers. Archives des Maladies Professionnelles et de l'EnvironnementArchives des Maladies Professionnelles et de l'Environnement. 2018;79 :417-418.
Bensekhria N, Chenouf N, Benhassine W. L’impact de diverses formes d’organisation temporelle du travail sur l’aspect quantitatif et qualitatif du sommeil chez les pompiers. Archives des Maladies Professionnelles et de l'EnvironnementArchives des Maladies Professionnelles et de l'Environnement. 2018;79 :417-418.
Messaour A, Khadraoui E, Messaour R. La compétence interculturelle: quelle didactisation dans les manuels scolaires en Algérie?. DidactiquesDidactiques. 2018;7 :109-128.
Messaour A, Khadraoui E, Messaour R. La compétence interculturelle: quelle didactisation dans les manuels scolaires en Algérie?. DidactiquesDidactiques. 2018;7 :109-128.
Messaour A, Khadraoui E, Messaour R. La compétence interculturelle: quelle didactisation dans les manuels scolaires en Algérie?. DidactiquesDidactiques. 2018;7 :109-128.
Khamsa M, Nabila KALLA, Ameghchouche A. La corrélation entre l’IL28B et la fibrose hépatique chez les patients atteints d’hépatite virales C. 28ème congrès national de la société tunisienne de pathologies infectieuses . 2018.
Tebbal S. La corrélation entre l’IL28B et la fibrose hépatique chez les patients atteints d’hépatite virales C. 28ème congrès national de la société tunisienne de pathologies infectieuses . 2018.
Khamsa M, Nabila KALLA, Ameghchouche A. La corrélation entre l’IL28B et la fibrose hépatique chez les patients atteints d’hépatite virales C. 28ème congrès national de la société tunisienne de pathologies infectieuses . 2018.
Khamsa M, Nabila KALLA, Ameghchouche A. La corrélation entre l’IL28B et la fibrose hépatique chez les patients atteints d’hépatite virales C. 28ème congrès national de la société tunisienne de pathologies infectieuses . 2018.

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