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Por favor, use este identificador para citar o enlazar este ítem: http://hdl.handle.net/123456789/3120

Título : Some Applications of the Fundamental Solution Method for Modelling Fluif Flow in Porous Media
Autor : Guevara-Jordan, J. M.
Da Silva-Rodrígues, C.
Quintero-Pérez, L.
Palabras clave : fundamental solutions, singular value descomposition, imaginary wells, tracer, pressure,streamline, geological barriers.
Fecha de publicación : 10-Apr-2013
Citación : Proceeding VII Colombian Congress in Numerical Modelling 2009;
Resumen : The fundamental solution method is a meshless approach for the numerical solution of partial differential equations. Its implementation combines free Green functions, a generalization of image’s method, the singular value decomposition, and a boundary collocations method to produce a very simple algorithm for the simulation of some problems in science and engineering. A review of its adaptation to the solution of three classical problems for fluid flow in porous media is presented. These problems are: the tracer flow in a reservoir, the transient pressure distribution in an aquifer, and the computation of pressure and streamlines in a reservoir with thin geological barriers. The analysis of the results shows that the fundamental solution method is a new numerical alternative for the simulation of simple reservoirs or groundwater flow problems.
URI : http://saber.ucv.ve/jspui/handle/123456789/3120
ISBN : 978-958-695-451-8
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