Three-dimension graphic data compression processing method
A technology of three-dimensional graphics and compression processing, applied in image data processing, image coding, instruments, etc., can solve the problem that compression performance and transmission performance cannot be well adapted and satisfied, computer storage and network transmission capabilities are limited, and model data cannot be satisfied Real-time transmission and other issues to meet the needs of rapid development and applications, the compression effect has a small distortion rate, and the effect of ensuring realism and intuition
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Embodiment 1
[0043] Figures 1 to 9 show one of the embodiments of the three-dimensional graphics data compression processing method of the present invention, as shown in Figure 1, comprising the following steps:
[0044] a) Obtain the initial scan grid of the appearance of the model;
[0045] b) Regularize the initial scanning grid through the regrid module, so that the obtained new grid has subdivision continuity and supports topological information to simplify operations;
[0046]c) By subdividing the wavelet construction module, splitting, predicting, updating and merging the new grid information data to realize the decomposition and reconstruction process of the grid information data, so as to obtain the image after wavelet transformation;
[0047] d) construct the wavelet zero tree in the form of upper and lower layers and quadtrees related to wavelet coefficients through the zero tree compression module;
[0048] e) Quantize and compress the obtained wavelet zero tree by the EZW met...
Embodiment 2
[0093] Fig. 10 and Fig. 11 show the second embodiment of the three-dimensional graphics data compression processing method of the present invention, which is different from the first embodiment in that: in the construction of the zero tree, the corresponding relationship of the sides is as shown in Fig. 10, and the upper quadrilateral The edge of patch mesh A corresponds to the two edges 1 and 2 in the middle of the lower mesh B, and the two edges 3 and 5 on the same side parallel to edges 1 and 2 in the middle. The corresponding relationship of the points is shown in Figure 11. The vertices of the quadrilateral mesh grid A on the upper layer correspond to the midpoint 6 of the edge taken by the lower mesh B, the midpoint 8 of the edge that is 90 degrees to the entire edge taken, and The middle point 7 of each patch. In this case, in the middle of the patch, the edges and points form a 1-4 correspondence; when there is an empty correspondence at the boundary of the patch, the ...
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