Sanchez, M., Fryazinov, O., Fayolle, P-A. and Pasko, A., 2015. Convolution filtering of continuous signed distance fields for polygonal meshes. Computer Graphics Forum, 34 (6), 277 - 288.
Full text available as:
SFFP15_FilteringSDF_CGF.pdf - Accepted Version
Signed distance fields obtained from polygonal meshes are commonly used in various applications. However, they can have C<sup>1</sup> discontinuities causing creases to appear when applying operations such as blending or metamorphosis. The focus of this work is to efficiently evaluate the signed distance function and to apply a smoothing filter to it while preserving the shape of the initial mesh. The resulting function is smooth almost everywhere, while preserving the exact shape of the polygonal mesh. Due to its low complexity, the proposed filtering technique remains fast compared to its main alternatives providing C<sup>1</sup>-continuous distance field approximation. Several applications are presented such as blending, metamorphosis and heterogeneous modelling with polygonal meshes.
|Uncontrolled Keywords:||Distance function ; Geometric modelling ; Implicit surfaces ; Polygonal modelling ; Signed distance fields|
|Group:||Faculty of Media & Communication|
|Deposited By:||Unnamed user with email symplectic@symplectic|
|Deposited On:||29 Sep 2015 11:42|
|Last Modified:||29 Sep 2015 11:42|
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