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- W336669134 abstract "A numerical scheme for the solution of fluid flow equations in a complex three-dimensional geometry has been developed in order to study fluid flow in rock fractures. The scheme consists of two parts, the first being a grid generator and the second, a flow solver in a generalized coordinate system. The grid is determined by mapping the irregular flow region of the fracture, onto that bounded by a rectangular parallelepiped. The mapping function is implicitly defined via differential equations, which in turn are derived from a variational principle. This procedure is general enough to incorporate various aspects of grid control such as orthogonality, mesh concentration, treatment of singular points etc. However, only orthogonality has been included in this report. The others are not expected to be significant in the problem of fluid flow in a single fracture. Complete details of the derivation of the governing equations and boundary conditions have been given here. The flow is taken to satisfy the Navier-Strokes equations. These are also solved numerically, by simultaneously solving for the pressure field from a Poisson equation. The complete procedure is validated by computing various test cases, which have been included in this report." @default.
- W336669134 created "2016-06-24" @default.
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- W336669134 date "1987-09-01" @default.
- W336669134 modified "2023-09-27" @default.
- W336669134 title "A scheme for calculating flow in fractures using numerical grid generation in three-dimensional domains of complex shapes" @default.
- W336669134 hasPublicationYear "1987" @default.
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