Visualization of Tensor Fields |
From inside the book
Results 1-3 of 5
Page 43
... value in a Hue - Saturation- Value ( HSV ) colormap and vector magnitude to HSV hue . The goal is to achieve a similar effect as with bump mapped vector fields vectors pointing away from the light source will appear dimmer . The second ...
... value in a Hue - Saturation- Value ( HSV ) colormap and vector magnitude to HSV hue . The goal is to achieve a similar effect as with bump mapped vector fields vectors pointing away from the light source will appear dimmer . The second ...
Page 45
... HSV value range used in the mapping . The smallest , scaled , and clamped angle ( 0 , c = 0 ) maps to Vmar and the ... HSV value range is chosen so that the angular distance of 0 0 degrees maps to a value of Vmar = 1 and the angular ...
... HSV value range used in the mapping . The smallest , scaled , and clamped angle ( 0 , c = 0 ) maps to Vmar and the ... HSV value range is chosen so that the angular distance of 0 0 degrees maps to a value of Vmar = 1 and the angular ...
Page 46
... HSV value used in direction- to - value illumination . Here , HSV value is assigned using the magnitude - to - value mapping equation : where Vc is given in Equation 4.2 . - V = Vmin + Vsc ( Vmax – Vmin ) ( 4.4 ) For example , we want ...
... HSV value used in direction- to - value illumination . Here , HSV value is assigned using the magnitude - to - value mapping equation : where Vc is given in Equation 4.2 . - V = Vmin + Vsc ( Vmax – Vmin ) ( 4.4 ) For example , we want ...
Common terms and phrases
2nd-order tensor fields 3D vector CALIFORNIA/SANTA CRUZ cartesian color plate compressive coordinate system CRUZ The University data set Decomposition delta wing derivatives diagonal direction-to-hue Directional Flow Visualization eigenvalues eigenvector fields Eigenvector-Eigenvalue eigenvectors Equation field lines Figure flow directions flow reversals geometric object geometry glyphs grid hedgehog lines HSV hue hyperstreamlines IEEE Computer Society illumination focus inner product Interactive Tensor Deformation isosurfaces Isotropic Library The University light source light vector lighting conditions magenta mapped vector matrix normal component orthogonal outer product parametric coordinates perpendicular planar plane pseudo-coloring quadric surface quantities regions rotation SANTA CRUZ SANTA CRUZ UNIVERSITY scalar shear component strain rate Deviator streamlines stress tensor surface normal symmetric tensor tensile tensor field visualization topological topological skeletons traction vectors unit vectors University Library UNIVERSITY UNIVERSITY OF CALIFORNIA UNIVERSITY OF CALIFORNIA/SANTA vector direction vector field vector magnitude Vector Projection velocity gradient VERSITY visualization methods visualization techniques Vmar Vmin მი მყ