TS011C Numerical Modeling Techniques for Complex Problems in Science and Engineering (In Honor of Rafael Montenegro) III
This thematic session is dedicated to recent advances in numerical modeling applied to multiphysical and multiscale problems in different areas of science and engineering. It will address both the development of new methodologies—such as finite elements, finite volumes, boundary elements, and high-order HDG formulations—and their application to complex cases: incompressible flows, wave propagation, porous media simulation, atmospheric and marine pollution, solar and wind energy, and forest fire propagation, among others. In addition to applications, contributions addressing key computational aspects such as load balancing in parallel algorithms, geometric accuracy in meshes, and the fidelity of numerical models will also be included. The aim of the session is to provide a multidisciplinary space for sharing theoretical, computational, and applied approaches that push the boundaries of numerical simulation in real and demanding contexts.
Scheduled presentations:
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Keynote
A NURBS-Cut High-Order Hybridizable Discontinuous Galerkin Method for Incompressible Flows
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Modelización de la dispersión de contaminantes en entornos urbanos: un enfoque híbrido basado en modelos CFD y aprendizaje automático
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A FEM-based formulation for nanoestructures: from small molecules to proteins
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Un Marco Híbrido FEM-ANN para la Estimación de los Elementos Diagonales de la Matriz de Impedancia en Implantes Cocleares
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BEM-FEM models for the coupled analysis of wave propagation and structural dynamics problems in engineering