Fluid-solid coupling calculation method for interface bidirectional data exchange
A technology of data exchange and fluid-solid coupling, which is applied in calculation, electrical digital data processing, computer-aided design, etc., can solve problems that cannot meet actual needs, facilitate the processing of complex fluid-solid coupling problems, improve simulation accuracy, and The effect of conceptual clarity
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Embodiment 1
[0048] Example 1: When the fluid domain and the solid domain are in contact with each other, the solid domain will be subjected to stress and strain, and these forces will deform its structure, and the deformation of the structure will also affect the fluid domain accordingly, and then interact, for For this phenomenon, this embodiment provides a fluid-solid coupling calculation method for two-way data exchange at the interface. This method fully considers the mutual influence between the fluid domain and the solid domain, and makes the fluid force field closely related to the bearing capacity of the solid domain infrastructure. Study the law of its structural damage development and change.
[0049]Before calculating the fluid-solid interface, it is necessary to study the interaction force between the water body and the channel panel, which requires the establishment of fluid-solid control equations according to different research objects. The connection between the fluid domai...
Embodiment 2
[0124] Embodiment 2: The similarities between this embodiment and Embodiment 1 will not be repeated, and the difference is that in Step6, the nearest neighbor unit is found by the unit, and the specific steps are as follows:
[0125] 1. Decompose all units into triangles;
[0126] 2. Establish a boundary square, and record the triangle small square generated by the intersection of the established boundary square and the triangle target unit;
[0127] 3. Project the small triangular square recorded in 2 onto the plane to find the nearest triangular unit, such as Figure 7 As shown, prepare for the calculation. For each triangle projected onto the plane, its area and weight relative to all intersecting areas can be calculated separately, and the calculation formula is as follows:
[0128]
[0129] Among them: A i represents the intersection area, Indicates the total area of the intersection area, and the weight size does not exceed 1.
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