commit:2017:08_16
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commit:2017:08_16 [2017/08/16 14:40] – wautelet | commit:2017:08_16 [2017/08/16 18:20] (current) – [Fichiers ajoutés/supprimés] wautelet | ||
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Je vous fournis aussi les références utilisées pour l' | Je vous fournis aussi les références utilisées pour l' | ||
+ | * Bin Yang, Tod A. Laursen : A contact searching algorithm including bounding volume trees applied to finite sliding mortar formulations [2006] | ||
+ | * T. L. Kay & J. T. Kajiya, Ray tracing complex scenes [1986] (Spatial median splits) | ||
+ | * Efficient Collision Detection Using Bounding Volume Hierarchies of k-DOPs, J. T. Klosowski et al. [1998] (k-DOPs) | ||
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+ | Par exemple, le cas de l' | ||
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=== Détails d' | === Détails d' | ||
- | Les routines de parcours | + | Les routines de manipulation |
L' | L' | ||
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J'ai ajouté la possibilité de voir les arbres dans Metafor. Je vous fournis ici quelques captures d' | J'ai ajouté la possibilité de voir les arbres dans Metafor. Je vous fournis ici quelques captures d' | ||
+ | {{: | ||
=== Extensions possibles === | === Extensions possibles === | ||
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Références : | Références : | ||
- | * Unordered List ItemComputational | + | * Computational |
- | * Unordered List ItemA self-adaptive Clenshaw-Curtis quadrature scheme for efficient integration over parametric CAD surfaces, R.N. Simpson, Z. Liu, University of Glasgow | + | * A self-adaptive Clenshaw-Curtis quadrature scheme for efficient integration over parametric CAD surfaces, R.N. Simpson, Z. Liu, University of Glasgow |
* Is Gauss quadrature better than Clenshaw-Curtis ?, Lloyd N. Trefethen, 2008 | * Is Gauss quadrature better than Clenshaw-Curtis ?, Lloyd N. Trefethen, 2008 | ||
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</ | </ |
commit/2017/08_16.1502887206.txt.gz · Last modified: 2017/08/16 14:40 by wautelet