Welcome to the Showcase of Ray-Driven Splatting

The algorithm unifies raycasting principles with the mechanisms of splatting to yield a ray-driven splatting approach. Unlike original voxel-driven splatting, the new approach runs at the same speed for perspective viewing than for orthographic projection. Want to know more about it? Here is the paper that was published at the Visualization'96,  pp. 65-72,  conference.

Abstract: Volume ray casting is based on sampling the data along sight rays. In this technique, reconstruction is achieved by a convolution, which collects the contribution of multiple voxels to one sample point. Splatting, on the other hand, is based on projecting data points onto the screen. Here, reconstruction is implemented by an Òinverted convolutionÓ where the contribution of one data element is distributed to many sample points (i.e., pixels). Splatting produces images of a quality comparable to raycasting but at greater speeds. This is achieved by precomputing the projection footprint that the interpolation kernel leaves on the image plane. However, while fast incremental schemes can be utilized for orthographic projection, perspective projection complicates the mapping of the footprints and is therefore rather slow. In this paper, we merge the technique of splatting with principles of raycasting to yield a ray-driven splatting approach. We imagine splats as being suspended in object space, a splat at every voxel. Rays are then spawned to traverse the space and intersect the splats. An efficient and accurate way of intersecting and addressing the splats is described. Not only is ray-driven splatting inherently insensitive to the complexity of the perspective viewing transform, it also offers acceleration methods such as early ray termination and bounding volumes, which are methods that traditional voxel driven splatting cannot benefit from. This results in competitive or superior performance for parallel projection, and superior performance for perspective projection.

But now for some animations and images:

orthographic projection

Click here for a quicktime journey around the head.

30 degree perspective distortion

Click here for quicktime movie.

60 degree perspective distortion

Click here for quicktime movie.

To Research Homepage