2010

Stef Busking, Charl P. Botha, and Frits H. Post
Computer Graphics Forum, 2010
Martin Eisemann, Elmar Eisemann, Hans-Peter Seidel, and Marcus Magnor
In Proceedings of Graphics Interface, 2010
G-J. Kleinrensink, Noeska Natasja Smit, S. Rabbelier, B. M. W. Sedee, and Charl P. Botha
In Proceedings of WEBIST, 2010
Willem F. Bronsvoort, Rafael Bidarra, Hilderick A. van der Meiden, and Tim Tutenel
Computer-Aided Design and Applications, 2010
Anna Vilanova, V. Prckovska, C. Poupon, B.M. ter Haar Romeny, and M. Descoteaux
In Proceedings of Annual Meeting of the Benelux ISMRM Chapter, 2010
Ruben M. Smelik, Tim Tutenel, Klaas Jan de Kraker, and Rafael Bidarra
Int J Comput Games Technol, 2010
Elmar Eisemann, Ulf Assarsson, Michael Schwarz, and Michael Wimmer
In Proceedings of Eurographics (Tutorials), 2010
Ruben M. Smelik, Tim Tutenel, Klaas Jan de Kraker, and Rafael Bidarra
In Proceedings of PCG Workshop, 2010
Robert Herzog, Elmar Eisemann, Karol Myszkowski, and Hans-Peter Seidel
In Proceedings of SI3D, 2010
P. Rodrigues, V. Prckovska, Pim Pullens, G.J. Strijkers, Anna Vilanova, and B.M. ter Haar Romeny
In Proceedings of International Society for Magnetic Resonance in Medicine (ISMRM 18), 1-7 May 2010, Stockholm, Sweden, 2010
Part of the glenoid component planning functionality
Charl P. Botha, Peter R. Krekel, Edward R. Valstar, P.W. de Bruin, and Piet M. Rozing
Scientific Visualization: Advanced Concepts, 2010
C. Kurz, Tobias Ritschel, Elmar Eisemann, T. Thormaehlen, and Hans-Peter Seidel
In Proceedings of CVMP, 2010

2009

 To close the remaining gaps, the straight line at the right-hand side (A), a circular arc interpolation is performed automatically using the center of gravity of the contour as the center of the circle (B). For the radius, linear interpolation is used from r1 to r2. The repaired contour is presented in (C)
K. Sihan, Charl P. Botha, Frits H. Post, Sebastiaan de Winter, Gonzalo Nieves, et al.
Catheter Cardiovasc Interv, 2009
Rafael Bidarra and Xiaopeng Zhang
Int J Comput Games Technol, 2009
Images show volume data that consist of billions of voxels rendered with our dynamic sparse octree approach. Our algorithm achieves real-time to interactive rates on volumes exceeding GPU memory capacity by far, tanks to efficient streaming and ray-casting solutions. Basically, the volume is only used at the resolution that is needed to produce the final image. Besides the gain in memory and speed, our rendering provides is inherently anti-aliased
Cyril Crassin, Fabrice Neyret, Sylvain Lefebvre, and Elmar Eisemann
In Proceedings of SI3D, 2009
Left cingulum segmented with estimated wFA=0.8 and w for a 128x128x66 DT volume. Left: P – positive region; N – negat region.
P. Rodrigues, Anna Vilanova, T. Twellmann, and B.M. ter Haar Romeny
In Proceedings of 17th Scientific Meeting, International Society for Magnetic Resonance in Medicine, Honolulu, 2009
Our new rendering method using ellipsoids with fixed shape to show the fibre orientations in the cross section of an infarcted heart, which was scanned 28 days after the infarct. We also tracked fibres from two different seeding areas. The resulting fibres were rendered as thin tubes and RGB colouring of the fibre orientation was used.
T.H.J.M. Peeters, Anna Vilanova, and B.M. ter Haar Romeny
Computer Graphics Forum, 2009
Heightfield
Giliam J.P. de Carpentier and Rafael Bidarra
In Proceedings of FDG, 2009
The teapot rendered with a constant color (left) and a different environment map (right)
Ricardo Marroquim and André Maximo
In Proceedings of SIBGRAPI Tutorials, 2009
Geodesic computed using HJ equation
N. Sepasian, J.H.M. ten Thije Boonkkamp, Anna Vilanova, and B.M. ter Haar Romeny
In Proceedings of MICCAI 2009 Workshop on Diffusion Modelling and the Fibre Cup (DMFC 2009, London, UK, September 24th, 2009), 2009