Temperatures Field Calculation In An Anisotropic Solid Through Finite Elements Method, Tridimensional Case

dc.contributor.authorBouzid, Sihem
dc.contributor.authorBoumaza, A. Charif
dc.contributor.authorZaabat, Mourad
dc.date.accessioned2023-09-11T09:11:30Z
dc.date.available2023-09-11T09:11:30Z
dc.date.issued2017
dc.description.abstractThis calculation is part of numeric thermo-mechanical strains simulation in anisotropic solids. The objective is to apply Fourier’s law for anisotropic materials in tridimensional case. The study domain is a cube with unit dimension, representing some crystalline systems having one internal heat source equal to 103 Kw/m3 and convective borders with a convection coefficient equal to 20 w/m2.K. Domain and heat transfer equation are discretized by finite elements method, obtained equations set is resolved via Crout's method. Each crystalline system is identified by its heat conductivity tensor. Obtained results agree well with thermal transfer theory and clearly illustrate crystalline structure symmetry. This calculation can predict eventual thermal strains in a solid anisotropic.ar
dc.identifier.issn2170-161X
dc.identifier.issn2588-2082
dc.identifier.urihttp://hdl.handle.net/123456789/15544
dc.language.isoenar
dc.publisherOum-El-Bouaghi Universityar
dc.subjectTemperaturear
dc.subjectAnisotropicar
dc.subjectDiscretizationar
dc.subjectFinite elementar
dc.subjectSimulationar
dc.titleTemperatures Field Calculation In An Anisotropic Solid Through Finite Elements Method, Tridimensional Casear
dc.typeArticlear
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