Parameter-based dynamic geometric three-dimensional graph cutting implementation method
A technology of dynamic geometry and three-dimensional graphics, applied in animation production, image data processing, instruments, etc., can solve the problems of inability to cut and dynamically control the cutting rate, etc.
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Embodiment 1
[0035] Attached figure 1 As shown, a parameter-based dynamic geometric 3D graphics cutting realization method includes:
[0036] Step S100: Set cutting parameters, the cutting parameters include a cutting surface and a cutting type, the cutting control variable is a variable associated with the cutting animation; the cutting displacement is the maximum displacement of the cutting animation; the cutting surface is one or more planes; Cutting types include serial cutting and parallel cutting. Serial cutting is multiple cutting surfaces to sequentially cut the cut three-dimensional graphics; parallel cutting is multiple cutting surfaces to simultaneously cut the cut three-dimensional graphics;
[0037] Step S200: Determine the amount of movement of the cut three-dimensional figure during the cutting process according to the cutting control variable and the cutting displacement, determine the movement direction of the cut three-dimensional figure during the cutting animation according t...
Embodiment 2
[0042] Further, the step S200 specifically includes:
[0043] Step S210: Calculate the translation amount, the translation amount array, the cutting surface and the corresponding translation amount array;
[0044] Step S220: Calculate the three-dimensional graphics and the corresponding cutting surface array;
[0045] Step S230: During the cutting process, the three-dimensional graphics are dynamically displayed according to the translation amount or the translation array, the cutting surface and the corresponding translation amount array, and the three-dimensional graphics and the corresponding cutting surface array.
[0046] If it is a parallel cutting, you need to calculate the vector distance of the translation of all the cutting surfaces according to the cutting parameters, that is, the translation amount. Because of the parallel cutting, the vector distance of the translation of all the cutting surfaces is the same, so you only need to calculate it once, and then the translation ...
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