VIS Gallery - Visualization: Miscellaneous

	The topography of Australia given by a 409 x 505 height field serves as a two-dimesional example for mesh optimization by adaptive multilevel finite elements. source: Multilevel Sobolev Approximations and Adaptive Mesh Reduction contact: Christian Teitzel
	Convergence of shrinking process shown by texture texture (deformable surfaces) source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	brain surface brain convolutions shown with texture (deformable surfaces) source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	brain surface (deformable surfaces) source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	brain surface (deformable surfaces) source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	engine exhaust (deformable surfaces) source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	engine configuration (deformable surfaces) source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	engine configuration (deformable surfaces) source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	Adaptively refined grid of a deformable surface source: Deformable Surfaces for Feature Based Indirect Volume Rendering contact: Christoph Luerig
	extracted center line after shrinking the "carrot" shape source: Center Line Extraction Through Boundary Surface Shrinking contact: Hartmut Schirmacher
	"carrot" shape during the so-called shrinking process source: Center Line Extraction Through Boundary Surface Shrinking contact: Hartmut Schirmacher
	The potential near the surface of a crystal is visualized. You can see some isosurfaces of different potential levels. source: contact: Christian Teitzel
	The potential near the surface of a crystal is visualized. You can see some isosurfaces of different potential levels. source: contact: Christian Teitzel
	Visualization of two hight-functions over a triangle. The balls represent measured data and the surface is the result of a numerical simulation. source: contact: Christian Teitzel