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Fig. 15. Surface modeling application (1) — Bump mapping. In this example, we distribute 874, 1289, and 397 Gaussian bumps on LAURANA, BUNNY, and HOLES3 (from left to right), respectively. Fig. 16. Surface modeling application (2) — Illustrative rendering. To create the above renderings, we pre-generate 27986 and 40983 points on LAURANA (top) and BUNNY (bottom), respectively. February 2, 2008 MINOR REVISION 27
Fig. 17. Surface modeling application (3) — Mold simulation. The subfigures (a), (b), (c), and (d) show two sequences of mildewing on HOLES3 (top) and BUNNY (bottom). In this simulation, we pre-generate distributions of 102, 390 and 329, 573 points on HOLES3 and BUNNY, respectively. February 2, 2008 MINOR REVISION 28
Page 1 and 2: Dual Poisson-Disk Tiling: An Effici
Page 3 and 4: I. INTRODUCTION Surface modeling is
Page 5 and 6: adius equal to half of this limit a
Page 7 and 8: D. Overview Figure 1 outlines our s
Page 9 and 10: Fig. 4. The construction of a corne
Page 11 and 12: Further than that, we need to speci
Page 13 and 14: it, and finally map the distributed
Page 15 and 16: • First of all, we properly assig
Page 17 and 18: Fig. 10. A tiling example - Generat
Page 19 and 20: TABLE II TIMING ON THE REFINEMENT P
Page 21 and 22: and mafter (see the table); m refer
Page 23 and 24: on the object surface. Then, we can
Page 25 and 26: [15] Matthias Eck, Tony DeRose, Tom
Page 27: Fig. 14. Surface modeling applicati
Page 31: Fig. 19. Surface modeling applicati

ptdist - Nanyang Technological University

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