Improved three-dimensional two-material Euler interface processing algorithm
A kind of interface processing and material technology, applied in the direction of electrical digital data processing, special data processing application, calculation, etc., can solve the problems that it is difficult to accurately describe the material interface, and the transport sequence of two materials is not determined.
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[0004] Euler coordinates are selected, and the cuboid computational domain is divided into cuboid sub-regions by three sets of planes whose intervals are the grid lengths in the x, y and z directions, and each cuboid sub-region is a grid. Grids are numbered with (i, j, k), which means the i-th column from left to right, the j-th column from front to back, and the k-th layer grid from bottom to top, and its center is located at (x l ,y j ,z k ), the lengths of each grid in the x, y and z directions are Δx i , Δy j and Δz k .
[0005] In order to deal with the boundary around the computational domain and maintain the unity of the program code, a row of virtual grids is added on top, bottom, left, right, front and back of it. The continuous boundary condition is used to simulate the infinite boundary, so that the material transport can be realized between the virtual grid and the boundary grid around the calculation domain, and the mechanical variable value of the virtual gr...
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