A prototypal code for internal flows modeled by Navier Stokes Equations for three dimensional geometries is presented in a high level algebraic language (Matlab(R)) with details on its solving kernel based on a a quasi-segregation technique of the pressure equation. Some preliminary results are presented and discussed.
High level languages implementation and analysis of 3D N.S. solvers / DE FELICE, Giuseppe; V., Grazioso; Meola, Carlo; C., Scalo. - STAMPA. - Unico:(2009), pp. 203-206. (Intervento presentato al convegno First international conference on computational methods for thermal problems tenutosi a Napoli - Italy nel 8 - 10 Settembre 2010).
High level languages implementation and analysis of 3D N.S. solvers
DE FELICE, GIUSEPPE;MEOLA, CARLO;
2009
Abstract
A prototypal code for internal flows modeled by Navier Stokes Equations for three dimensional geometries is presented in a high level algebraic language (Matlab(R)) with details on its solving kernel based on a a quasi-segregation technique of the pressure equation. Some preliminary results are presented and discussed.| File | Dimensione | Formato | |
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