Method, equipment and medium for dynamic matching of overlapping grid size based on cell cutting
A grid size and dynamic matching technology, applied in the field of computational fluid dynamics, can solve problems such as inefficient grid unit layout, difficulty in achieving size matching, and exceeding the limit of computing resources, so as to improve grid utilization efficiency and ensure interpolation accuracy , the effect of improving the efficiency of numerical simulation
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Embodiment 1
[0098] Example 1: as Figure 10 As shown in the figure, a method for dynamic matching of overlapping grid sizes based on element cutting is characterized in that, comprising the steps of:
[0099] S1, consider two sets of grid S and grid B overlapping each other at any time t, the cell size of grid B is larger than the cell size of grid S, and the grid area of grid B wraps grid S, grid S The area enclosed by the outer boundary is the overlapping area Ω; the grid cell sets IN and OUT that enter and leave the overlapping area Ω in grid B are determined according to the positional relationship of the grid cells, and the grid cells that intersect the boundary of the overlapping area are also added to the set IN;
[0100] S2, determine the cutting unit list P;
[0101] S3, cutting grid cells;
[0102] S4, restore the grid cell size;
[0103] S5, proceed to the next moment t +1, repeat step S1 to step S4, complete t +1 moment grid cell size match.
Embodiment 2
[0104] Embodiment 2: Based on Embodiment 1, in step S1, the grid unit positional relationship is determined by the following criterion 1:
[0105] Criterion 1:
[0106] ① The grid cells are located in the overlapping region Ω: if and only if all the vertices of the grid cells are located in the overlapping region Ω;
[0107] ②The grid unit is outside the overlapping area Ω: if and only if all the vertices of the grid unit are outside the overlapping area Ω;
[0108] ③ The grid cell intersects the boundary of the overlapping region Ω: the grid cell is not located in the region Ω, nor is it located outside the overlapping region Ω.
Embodiment 3
[0109] Embodiment 3: Based on Embodiment 1, in step S1, in a three-dimensional case, the positional relationship between the vertex of the mesh unit and the overlapping area Ω is determined by using the ray method.
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