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Engineering Analysis with Boundary Elements(1)
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Computation of the dynamic compression effects in spine discs using integral methods
ArticleAbstract: The computational modeling using integral methods of dynamic loading and its effects on the nutrientPalabras claves:Boundary integral analysis, diffusion, spine discsAutores:Cerrolaza M.E., Nieto F., Yomar Gonzalez CañizalezFuentes:googlescopusBem axisymmetric formulation for elasticity and thermoelasticity
ArticleAbstract: Dealing with axisymmetric problems involves a co-ordinate transformation system and additional integPalabras claves:Axisymmetry, Boundary element, Elasticity, Fundamental solutions, thermal conductivity, ThermoelasticityAutores:Cerrolaza M.E., Cislino A.P., Yomar Gonzalez CañizalezFuentes:googlescopusSemi-analytical integration of the 8-node plane element stiffness matrix using symbolic computation
ArticleAbstract: The semi-analytical integration of an 8-node plane strain finite element stiffness matrix is presentPalabras claves:Explicit integration, finite elements, Stiffness matrices, Symbolic manipulationAutores:Cerrolaza M.E., Griffiths D.V., Juan Carlos Osorio, Juan Osorio, Lozada I.J.Fuentes:googlescopusSingular superposition elastostatics BEM/GA algorithm for cavity detection
Conference ObjectAbstract: A method for the efficient solution of the inverse geometric problem for cavity detection using a poPalabras claves:Boundary element method (BEM), Cavity detection, Elastostatics, Genetic AlgorithmAutores:Brizeida N. Gámez, Cerrolaza M.E., David Ojeda, Divo E., Kassab A.J.Fuentes:googlescopusOptimising the stiffness matrix integration of n-noded 3D finite elements
ArticleAbstract: The integration of the stiffness and mass matrices in finite element analysis is a time consuming taPalabras claves:finite elements, N-noded hexahedral elements, Optimising CPU time, Stiffness matrixAutores:Cerrolaza M.E., Juan Carlos Osorio, Juan Osorio, Perez M.Fuentes:googlescopusParallel-iterative domain decomposition for 2D thermoelastic problems using the boundary element method
ArticleAbstract: The Boundary Element Method (BEM) requires only a surface mesh to solve thermoelasticity problems. HPalabras claves:Boundary Element Method, Domain decomposition, Parallel computation, ThermoelasticityAutores:Brizeida N. Gámez, Cerrolaza M.E., Divo E., Kassab A.J.Fuentes:googlescopusParallelized iterative domain decomposition boundary element method for thermoelasticity in piecewise non-homogeneous media
ArticleAbstract: The boundary element method (BEM) requires only a surface mesh to solve thermoelasticity problems, hPalabras claves:Boundary Element Method, Domain decomposition, Parallel computation, Piece-wise Non-Homogeneous, ThermoelasticityAutores:Brizeida N. Gámez, Cerrolaza M.E., David Ojeda, Divo E., Kassab A.J.Fuentes:googlescopus