By Charles D. Hansen, Chris R. Johnson
The Visualization instruction manual offers an summary of the sphere of visualization via providing the elemental innovations, offering a photograph of present visualization software program platforms, and analyzing examine themes which are advancing the sector. this article is meant for a large viewers, together with not just the visualization specialist looking complicated tips on how to remedy a selected challenge, but in addition the amateur searching for common history details on visualization subject matters. the most important number of state of the art visualization learn but collected in one quantity, this publication comprises articles by way of a "who's who" of overseas medical visualization researchers masking each point of the self-discipline, together with: Â· digital environments for visualisation Â· uncomplicated visualization algorithms Â· Large-scale info visualization Â· Scalar info isosurface tools Â· Visualization software program and frameworks Â· Scalar facts quantity rendering Â· Perceptual concerns in visualization Â· a variety of program themes, together with info visualization. * Edited through of the easiest identified humans on the earth at the topic; bankruptcy authors are authoritative specialists of their personal fields; * Covers a variety of issues, in forty seven chapters, representing the cutting-edge of medical visualization.
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Additional info for The Visualization Handbook
Note that we can choose nonzero contour values to generate a family of offset surfaces. This is useful for creating blending functions and other special effects. Implicit functions can be combined to create complex objects using the Boolean operators union, intersection, and difference. The union operation F [ G between two functions F (x, y, z) and G(x, y, z) at a point (x0 , y0 , z0 ) is the minimum value F [ G ¼ min (F (x0 , y0 , z0 ), G(x0 , y0 , z0 )) (1:15) The intersection between two implicit functions is given by F \ G ¼ max (F (x0 , y0 , z0 ), G(x0 , y0 , z0 )) (1:16) The difference of two implicit functions is given by F À G ¼ max (F (x0 , y0 , z0 ), À G(x0 , y0 , z0 )) (1:17) Fig.
R. Tufte. The Visual Display of Quantitative Information. Cheshire, CT, Graphics Press, 1990. G. Turk. Re-tiling of polygonal surfaces. Computer Graphics (SIGGRAPH ’92), 26(2): 55–64, 1992. G. Volpe. Streamlines and streamribbons in aerodynamics. Technical Report AIAA-890140, 27th Aerospace Sciences Meeting, 1989. C. Ware. Color sequences for univariate maps: theory, experiments and principles. IEEE Computer Graphics and Applications, 8(5):41–49, 1988. D. F. Watson. Contouring: A Guide to the Analysis and Display of Spatial Data.
21 Tensor ellipsoids. , principal axes) of tensor; (b) pictorial description of Boussinesq’s problem; (c) analytic results according to Saada. objects generate their data procedurally. Alternatively, we may use reader objects to access geometric data defined in data files. These data files may contain more complex geometry, such as that produced by a 3D Computer-Aided Design (CAD) system. 2 Supporting Geometry During the visualization process, we may use source objects to create supporting geometry.
The Visualization Handbook by Charles D. Hansen, Chris R. Johnson