Theory and Analysis of Higher-Order Motion Blur Rasterization
By Carl Johan Gribel1, Jacob Munkberg2, Jon Hasselgren2, Tomas Akenine-Moller1,2
Lund University1, Intel Corporation2
A common assumption in motion blur rendering is that the triangle vertices move in straight lines. In this paper, we focus on scenarios where this assumption is no longer valid, such as motion due to fast rotation and other non-linear characteristics. To that end, we present a higher-order representation of vertex motion based on Bezier curves, which allows for more complex motion paths, and ´we derive the necessary mathematics for these. In addition, we extend previous work to handle higher-order motion by developing a new tile vs. triangle overlap test. We ﬁnd that our tile-based rasterizer outperforms all other methods in terms of sample test efﬁciency, and that our generalization of an interval-based rasterizer is often fastest in terms of wall clock rendering time. In addition, we use our tile test to improve rasterization performance by up to a factor 5 for semi-analytical motion blur rendering.
Read the preprint paper: Theory and Analysis of Higher-Order Motion Blur Rasterization [PDF 13.1MB]
Citation: Carl Johan Gribel, Jacob Munkberg, Jon Hasselgren, Tomas Akenine-Moller, Theory and Analysis of Higher-Order Motion Blur Rasterization, Journal of Computer Graphics Techniques, to appear in High Performance Graphics, 2013.