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Course: CS 667, Fall 2008
School: Cornell
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Acquisition DISCO of Translucent Object Michael Goesele, Hendrick Lensch, Jochen Lang, Christian Fuchs, Hans-Peter Seidel Past Work Acquisition BRDF Acquisition cannot model subsurface scattering Image Acquisition Captured with fixed viewpoints [Debevec 01], fixed lighting [Wood 00], or both [Levoy 96] [Jensen 01] allows arbitrary modeling of only homogenous materials Past Work Rendering Rendering with...

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Acquisition DISCO of Translucent Object Michael Goesele, Hendrick Lensch, Jochen Lang, Christian Fuchs, Hans-Peter Seidel Past Work Acquisition BRDF Acquisition cannot model subsurface scattering Image Acquisition Captured with fixed viewpoints [Debevec 01], fixed lighting [Wood 00], or both [Levoy 96] [Jensen 01] allows arbitrary modeling of only homogenous materials Past Work Rendering Rendering with BSSRDFs Expensive and slow Dipole Approximation Physically correct for homogenous, infinite half-space Most methods not based on measured data Goals Capture the exact behavior of real translucent objects Heterogenous properties (eg. cracks, hollow objects, volumetric variations) Allow for modeling in arbitrary lighting with arbitrary viewpoints Integration into rendering systems ([Lensch 03]) DISCO method Digital Imaging of Subsurface sCattering Objects Want to measure Rd(xi; xo) per color channel for all xi and xo. DISCO (cont.) Illuminate at a single surface point xi with known incident radiance L (xi; i), observe L (xo; o) Invert to find Rd(xi; xo) DISCO (cont. again) Finite width beams that can enter at large angle of incidence i Omit samples with threshold i some Data larger than Storage and Access Raw data is several hundred gigabytes High sampling density around incident, more coarse sampling further away Global response matrix F of throughput factors; interpolate vertices data does not fill Throughput Interpolation Some vertices are never lit Case Fk,c, k far from point of illumination c Interpolate iteratively from neighboring vertices Case Fk,c, k close to point of illumination c Use distanced-weighted avg. response of neighbors Interpolation (cont.) Local Response Store filter kernals a la [Lensch 03] Most laser peaks between discrete texels Shift peak to all 4 neighboring texels weighted by m(d) = c1 e 1d + c1 e 2d , d is distance to peak location Interpolate filter kernels with same method as throughput factors Rendering Direct port into Lensch et al.'s approach Can substitute for dipole approximations, Monte Carlo/Photon Mapping evaluations Pretty Pictures! (and results) Pretty Pictures! (and results, take 2) Pretty Pictures! (and results, take 3) Conclusions Surface coverage limited by occlusion Additional imagery vs. Acquisition time Could try to plan acquisition images Pre-determine lit surface positions
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