ENGRID: A graphical interactive code for the computation of structured grids for blocked flow domains
S.P. Spekreijse
Abstract
S.P. Spekreijse
Abstract
The underlying idea of the widely used and accepted multiblock approach for flow analysis is to subdivide a geometrical complex flow domain region into several smaller, more manageable regions, referred to as blocks. Typically there are several individual blocks in a given flow domain, each block having three computational coordinates. In the present approach the grid generation process is divided into two sub-processes; a) block decomposition, i.e., the creation of blocked flow domains and b) grid generation, i.e., the computation of structured grids in the blocks. The ENGRID code is a general purpose multi-block grid generation code for the computation of Euler or Navier-Stokes types of grids in flow domains which are already subdivided into blocks. The two required input files for ENGRID is a topology and geometry file. The topology file defines the topology of a multi-block flow domain. The topology of a blocked flow domain describes how the blocks are connected to each other. The geometry file contains the geometrical information of a multi-block flow domain. The file contains the geometrical definition of all vertices, all non-default elementary edges and all non-default elementary faces.
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The underlying idea of the widely used and accepted multiblock approach for flow analysis is to subdivide a geometrical complex flow domain region into several smaller, more manageable regions, referred to as blocks. Typically there are several individual blocks in a given flow domain, each block having three computational coordinates. In the present approach the grid generation process is divided into two sub-processes; a) block decomposition, i.e., the creation of blocked flow domains and b) grid generation, i.e., the computation of structured grids in the blocks. The ENGRID code is a general purpose multi-block grid generation code for the computation of Euler or Navier-Stokes types of grids in flow domains which are already subdivided into blocks. The two required input files for ENGRID is a topology and geometry file. The topology file defines the topology of a multi-block flow domain. The topology of a blocked flow domain describes how the blocks are connected to each other. The geometry file contains the geometrical information of a multi-block flow domain. The file contains the geometrical definition of all vertices, all non-default elementary edges and all non-default elementary faces.
Key concepts: Computer science, Computation, Code (set theory), Flow (mathematics), Programming language, Theoretical computer science, Computer graphics (images), Mathematics