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Corrections to the Surface Area Metric with Respect to Mail-Boxing Warren Hunt

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Introduction The Surface Area Metric is the most common cost metric for acceleration structures The metric doesn’t account for the effects of mail-boxing (when present)

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What is Mail-boxing? Optimization for partitioning based acceleration structures Attempts to avoid multiple intersection tests between the same ray/object pair

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Contribution Overview Present a correction to the surface area metric for mail-boxing – Extremely simple to implement – Significant reduction in intersection tests – Modest improvement in performance – Improves the effectiveness of mail-boxing

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The Surface Area Metric Cost(s) = P(s left )Cost(s left ) + P(s right )Cost(s right ) P is the probability function (based on surface area) During build, cost is estimated by the number of objects overlapping each side – Mail-boxing changes this cost!

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Corrected Surface Area Metric Cost(s) = P(s left )*Cost(s left ) + P(s right )*Cost(s right ) - P(s right^left )*Cost(s right^left ) P(s left^right ) is the probability that a ray strikes both sides of the split – Partition is convex, use ratio of surface areas Cost(s left^right ) is the number of objects that occur on both sides of the split

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Effects of the Modification Fundamentally changes the effectiveness of kd-trees when using mail-boxing – Allows splits that the SAH wouldn’t previously allow – Allows mail-boxing to fully address the integral duplication problem in kd-trees (explained shortly!)

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Example: Abutted Cells 1 1 1 KD-Tree Split Plane Left BVRight BV

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Example: Overlapping Cells Left BVRight BV 1 1-Δ2Δ KD-Tree Split Planes – Original SAM wouldn’t allow either of these splits! – Detailed explanation in the paper KD-Tree Split Plane

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Results ~30% reduction in intersection tests when compared to the uncorrected SAM ~5% reduction in overall render-time ~5% increase in traversal steps Results are fairly consistent between off-line and real-time ray-tracers

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Specific Results Teaser Using an interactive ray-tracer FForest020IntersectionsTimeSteps Original 29.43 M3.359 s96.10 M Modified 21.60 M3.006 s99.54 M Difference -27%-10.2%+3.58%

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Conclusions Presented a correction to the surface area metric for mail-boxing – Extremely simple to implement – Significant reduction in intersection tests – Modest improvement in performance – Improves the effectiveness of mail-boxing

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Questions?

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Perspective Questions?

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