Method approximate particular solutions for the solution of electrochinetic fluids in micro and nanochannels
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Director/AsesorFloréz Escobar, Whady Felipe
Tipo de contenido
This work develops a global version of the Method of Approximate Particular Solutions (MAPS) as  or in the works of Bustamante , who have been researching and sapplying this method in di erent investigations and problems. This is due to its haracteristics such as RBF Collocation system, its mesh-free environment, great e ciency and precision in its approaches, easy to implement and its easy adaptation to di erent types of boundary conditions making it a powerful and robust numerical method for solution of partial di erential equations. Two MAPS formulations are studied here, in the rst one particular solutions of non- homogeneous linear Poisson equations for scalar problems are used and in the second one particular solutions of a non-homogeneous Stokes system for multivariate problems.
Ecuaciones diferenciales parciales
Funciones de base radial (RBF)
Mecánica de fluidos
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