PCG Research - Visualization
Cornell University Program of Computer Graphics |
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"Visualization" refers to rendering techniques
that make images of non-geometric data sets.
The data may be a set of "voxels,"
which contain a density for each element of a cubic subdivision of a volume.
Alternatively, the data may be a series of images
from a medical recording device.
Sometimes, data from several such devices can be combined
to provide a more complete image of the phenomemon that is being studied.
These images show some of the past work in visualization at the PCG.
Electron Microscopy VisualizationAs part of the Collaboratory for Microscopic Digital Anatomy, we contributed to significant improvements in electron microscope (EM) tomography visualization. EM is an important bioligical/medical research tool, but state-of-the-art facilites are expensive and scarce. This image of a dendrite was generated using a tomographic reconstruction from a series of EM images.
Intravascular Ultrasound ImagingIntravascular ultrasonography and x-ray angiography provide two complimentary techniques for imaging the moving coronary arteries. While a student at the PCG, Jed Lengyel developed techniques that combine the strengths of both. The moving three-dimensional arterial tree is recovered from a stereo pair of angiograms through the use of compound-energy "snakes." The intravascular ultrasound slices are then placed at their proper positions in time and space, and the combined data is dynamically displayed. Past techniques have assumed that the ultrasound slices are parallel and that the vessel being imaged is static and straight. We have been able to incorporate the curved arterial tree, and to display the data with reference to the dynamic angiogram projections.
Volume Reconstruction FiltersThis collage of four images was generated by Steve Marschner and Richard Lobb for the 1994 paper An Evaluation of Reconstruction filters for Volume Rendering. The image depicts an analytic function in comparison to three methods of reconstructing the function from a sampling set. One can see that the traditional trilinear interpolation method fails miserably, and that the cosine windowed sinc function improves upon the results from a cubic B-spline reconstruction.
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