Unstructured NASA blunt fin data set with transfer function that blends out the lowest and highest pressure values. All cells with density zero have been removed from the data set so that only 301827 of the original 541428 tetrahedra of the curvilinear data set are drawn. source: Interactive Volume Visualization of Hierarchical 3D-Meshes by Cell-Projection
contact: Christian Teitzel
Unstructured NASA blunt fin data set with transfer function that blends out the lowest and highest pressure values. All cells with density zero have been removed from the data set so that only 301827 of the original 541428 tetrahedra of the curvilinear data set are drawn. source: Interactive Volume Visualization of Hierarchical 3D-Meshes by Cell-Projection
contact: Christian Teitzel
Unstructured NASA blunt fin data set with transfer function that blends out the lowest and highest pressure values. All cells with density zero have been removed from the data set so that only 301827 of the original 541428 tetrahedra of the curvilinear data set are drawn. source: Interactive Volume Visualization of Hierarchical 3D-Meshes by Cell-Projection
contact: Christian Teitzel
Temperature distribution in a cavity flow given on a sparse grid visualized by volume ray casting. The Maximum Intensity Projection is used for illumination. source: Volume Visualization on Sparse Grids
contact: Christian Teitzel
Pressure distribution in a cavity flow given on a sparse grid visualized by volume ray casting. The texture hardware is used for interpolation and an X-ray model is used for illumination. source: Volume Visualization on Sparse Grids
contact: Christian Teitzel
Pressure distribution in a cavity flow given on a sparse grid visualized by volume ray casting. The combination method is used for interpolation and an X-ray model is used for illumination. source: Volume Visualization on Sparse Grids
contact: Christian Teitzel
Spherical harmonic (Legendre's function) given on a sparse grid visualized by iso-surface extraction. The function displays a solution of the Schr"odinger equation of a hydrogen atom. source: Volume Visualization on Sparse Grids
contact: Christian Teitzel