Constraint curved surface multi-resolution control preprocessing method
A multi-resolution and pre-processing technology, applied in the field of image processing, can solve problems such as non-conformity of the sub-resolution of the constrained surface, inconsistent resolution, etc., and achieve the effect of simplifying the detection method and the number of judgments
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Embodiment 1
[0080] Embodiment 1. Approximation degree control of constrained curved surface
[0081] A discrete constructed model is an ideal piecewise approximation to a continuous object, and the discrete model is more accurate than all approximate continuous objects. The precision of a discrete surface is determined by the precision of points and the density of points. In practice, the construction model should have a minimum resolution to reflect the complexity of the desired geometry. However, the understanding of geometric complexity is related to the characteristics of the data. The resolution of the surface can be modified while maintaining the definition of the logical boundaries.
[0082] Therefore, the resolution of the model should be at least as follows: the mismatch between the model and the data is within the range of uncertainty of the data; Can also be higher. In many cases it is useful and appropriate to implement variable resolution or adaptive resolution on geologi...
Embodiment 2
[0096] Embodiment 2. Constrained surface multi-resolution control preprocessing method
[0097] For a structural model consisting of multiple sets of boundary surfaces and boundary lines, the classic strategy for remeshing is to remesh one by one.
[0098] The present invention adopts the strategy of regrid one by one, and first reconstructs linear geometric elements, that is, each boundary line and limiting condition (line), and then reconstructs surface geometric elements in curved surface space, that is, each constrained surface, no longer parameters into the plane. In the process of reconstructing geometric elements, its element size must be calculated, and meshing is performed on this basis.
[0099] 2.1. Grid size calculation method
[0100] In adaptive resolution meshing, the size of a single grid element is affected by many factors, the most important factor is the morphological characteristics of the area where the grid is located (such as the curvature of the surfa...
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