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Topologically relevant stream surfaces for flow visualization
2009
Proceedings of the 2009 Spring Conference on Computer Graphics - SCCG '09
Figure 1 : Our algorithm applied to the Lorenz dynamical system. Stable manifold of the critical point at the origin, colored by geodesic distance (left), unstable manifold of a spiral saddle critical point, colored by node index (middle), and 2D manifolds of all three critical points (right). Abstract When vector field topology is used for the visualization of a 3D vector field, various types of topological features have uniquely defined stream surfaces associated with them. Compared to
doi:10.1145/1980462.1980472
dblp:conf/sccg/PeikertS09
fatcat:nql3ogc3wreolafa64fs3wvh3u