3D printing spatially varying BRDFs
Rouiller O, Bickel B, Kautz J, Matusik W, Alexa M. 2013. 3D printing spatially varying BRDFs. IEEE Computer Graphics and Applications. 33(6), 48–57.
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Journal Article
| Published
Author
Rouiller, Olivier;
Bickel, BerndISTA ;
Kautz, Jan;
Matusik, Wojciech;
Alexa, Marc
Abstract
A new method fabricates custom surface reflectance and spatially varying bidirectional reflectance distribution functions (svBRDFs). Researchers optimize a microgeometry for a range of normal distribution functions and simulate the resulting surface's effective reflectance. Using the simulation's results, they reproduce an input svBRDF's appearance by distributing the microgeometry on the printed material's surface. This method lets people print svBRDFs on planar samples with current 3D printing technology, even with a limited set of printing materials. It extends naturally to printing svBRDFs on arbitrary shapes.
Publishing Year
Date Published
2013-09-23
Journal Title
IEEE Computer Graphics and Applications
Publisher
IEEE
Volume
33
Issue
6
Page
48 - 57
IST-REx-ID
Cite this
Rouiller O, Bickel B, Kautz J, Matusik W, Alexa M. 3D printing spatially varying BRDFs. IEEE Computer Graphics and Applications. 2013;33(6):48-57. doi:10.1109/MCG.2013.82
Rouiller, O., Bickel, B., Kautz, J., Matusik, W., & Alexa, M. (2013). 3D printing spatially varying BRDFs. IEEE Computer Graphics and Applications. IEEE. https://doi.org/10.1109/MCG.2013.82
Rouiller, Olivier, Bernd Bickel, Jan Kautz, Wojciech Matusik, and Marc Alexa. “3D Printing Spatially Varying BRDFs.” IEEE Computer Graphics and Applications. IEEE, 2013. https://doi.org/10.1109/MCG.2013.82 .
O. Rouiller, B. Bickel, J. Kautz, W. Matusik, and M. Alexa, “3D printing spatially varying BRDFs,” IEEE Computer Graphics and Applications, vol. 33, no. 6. IEEE, pp. 48–57, 2013.
Rouiller O, Bickel B, Kautz J, Matusik W, Alexa M. 2013. 3D printing spatially varying BRDFs. IEEE Computer Graphics and Applications. 33(6), 48–57.
Rouiller, Olivier, et al. “3D Printing Spatially Varying BRDFs.” IEEE Computer Graphics and Applications, vol. 33, no. 6, IEEE, 2013, pp. 48–57, doi:10.1109/MCG.2013.82 .