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CCV RELATED PUBLICATIONS
C. Bajaj, V. Pascucci, D. Schikore | ||
| Icontouring | ||
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Isocontouring is the extraction of constant
valued curves and surfaces from 2d and 3d scalar fields. Display and interactive
control of isocontours is helpful in determining the behavior of a scalar
field over time.
Straight forward isocontouring techniques examine each cell of a mesh to test for intersection with the isocontour of interest. Accelerated isocontouring can be achieved by preprocessing of the data to establish a "seed set" of cells which contains at least one cell from each connected component of each isocontour. From this typically small set of cells, we apply contour propagation to track a contour through cell adjacencies. To provide an advantage in worst-case computational complexity, the seed set is further preprocessed into an optimal O(log n) search structure, such as the interval tree or segment tree. Total complexity is O(log n + k), where n is the size of the seed set, and k is the number of cells intersected by the surface. In practice, speedups of 2-40 times are achieved. | ||
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