APPENDICES and SUPPLEMENTS
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The zip file contains two main subdirectories: measurements/ - measured data used for for validation simulations/ - simulated data and fits Each subdirectory contains a file readme.html with more details.
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ABSTRACT
We present a new model of the homogeneous BSSRDF based on large-scale simulations. Our model captures the appearance of materials that are not accurately represented using existing single scattering models or multiple isotropic scattering models (e.g. the diffusion approximation). We use an analytic function to model the 2D hemispherical distribution of exitant light at a point on the surface, and a table of parameter values of this function computed at uniformly sampled locations over the remaining dimensions of the BSSRDF domain. This analytic function is expressed in elliptic coordinates and has six parameters which vary smoothly with surface position, incident angle, and the underlying optical properties of the material (albedo, mean free path length, phase function and the relative index of refraction). Our model agrees well with measured data, and is compact, requiring only 250MB to represent the full spatial- and angular-distribution of light across a wide spectrum of materials. In practice, rendering a single material requires only about 100KB to represent the BSSRDF.
REFERENCES
Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.
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Antoine Bouthors , Fabrice Neyret , Nelson Max , Eric Bruneton , Cyril Crassin, Interactive multiple anisotropic scattering in clouds, Proceedings of the 2008 symposium on Interactive 3D graphics and games, February 15-17, 2008, Redwood City, California
[doi> 10.1145/1342250.1342277]
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3
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Cerezo, E., Perez-Cazorla, F., Pueyo, X., Seron, F., and Sillion, F. 2005. A survey on participating media rendering techniques. The Visual Computer.
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4
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5
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6
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Donner, C., and Jensen, H. W. 2007. Rendering translucent materials using photon diffusion. In Rendering Techniques, 243--251.
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7
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8
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9
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10
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Jensen, H. W., Legakis, J., and Dorsey, J. 1999. Rendering of wet materials. In Rendering Techniques, 273--282.
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12
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13
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Joshi, N., Donner, C., and Jensen, H. W. 2006. Noninvasive measurement of scattering anisotropy in turbid materials by nonnormal incident illumination. Opt. Lett. 31, 936--938.
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15
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16
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Korn, G. A., and Korn, T. M. 2000. Mathematical Handbook for Scientists and Engineers: Definitions, Theorems, and Formulas for Reference and Review. Courier Dover Publications.
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17
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Li, H., Pellacini, F., and Torrance, K. 2005. A hybrid monte carlo method for accurate and efficient subsurface scattering. In Rendering Techniques, 283--290.
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18
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19
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20
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Nicodemus, F. E., Richmond, J. C., Hsia, J. J., Ginsberg, I. W., and Limperis, T. 1977. Geometrical Considerations and Nomenclature for Reflectance. National Bureau of Standards.
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21
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Pieter Peers , Karl vom Berge , Wojciech Matusik , Ravi Ramamoorthi , Jason Lawrence , Szymon Rusinkiewicz , Philip Dutré, A compact factored representation of heterogeneous subsurface scattering, ACM Transactions on Graphics (TOG), v.25 n.3, July 2006
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22
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23
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24
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Premoze, S., Ashikhmin, M., Tessendorf, J., Ramamoorthi, R., and Nayar, S. 2004. Practical rendering of multiple scattering effects in participating media. In Rendering Techniques, 363--374.
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25
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Stam, J. 1995. Multiple scattering as a diffusion process. In Rendering Techniques, 41--50.
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26
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27
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28
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29
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