A dynamic model of cracks development based on a 3D discrete shrinkage volume propagation

Computer Graphics Forum

Volumn 27, Issue 1, 2008, Pages 47-62

  Valette, Gilles ^a,b   Prévost, Stéphanie ^a   Lucas, Laurent ^a   Léonard, Joël ^b  

^a UNIVERSITÉ DE REIMS CHAMPAGNE ARDENNE   (France)

^b Inst Natl de la Rech Agronomique   (France)

Author keywords

Cracks patttern; Cracks propagation; Desiccation; Natural phenomena; Shrinkage; Soil cracks

Indexed keywords

ALGORITHMS; DYNAMIC MODELS; SHRINKAGE; SOILS;

CRACKS PATTERN; NATURAL PHENOMENA;

CRACK PROPAGATION;

EID: 42649127406     PISSN: 01677055     EISSN: 14678659     Source Type: Journal    
DOI: 10.1111/j.1467-8659.2007.01042.x     Document Type: Article

References (42)

1. [Arn65] Arndt W.: The nature of the mechanical impedance to seedlings by soil surface seals. Australian Journal of Soil Research 3 (1965), 45–54.
2. [AT85] Awadhwal N., Thierstein G.: Soil Crust and its Impact on Crop Establishment: A review. Soil and Tillage Research 5 (1985), 289–302.
3. [Beu94] Beucher S.: Watershed, Hierarchical Segmentation and Waterfall Algorithm. Morphology and its Applications to Image Processing (1994), 69–76.
4. [Beu04] Beucher S.: Unbiased Implementation of the Watershed Transformation based on Hierarchical Queues. CMM Internal note, Ecole des Mines de Paris (2004).
5. [BUD04] Baumhardt R. L., Unger P. W., Dao T. H.: Seedbed Surface Geometry Effects on Soil Crusting and Seedling Emergence. Agronomy Journal 96, 4 (2004), 1112–1117.
6. [CV92] Casenave A., Valentin C.: A Runoff Capability Classification System Based on Surface Features Criteria in Semi‐arid Areas of West Africa. Journal of Hydrology 130 (1992), 231–249.
7. [DGA05] Desbenoit B., Galin E., Akkouche S.: Modeling cracks and fractures. The Visual Computer 21, 8–10 (Sept. 2005), 717–726.
8. [Fed02] Federl P.: Modeling Fracture Formation on Growing Surfaces. PhD thesis, University of Calgary, Alberta, Canada, Sept. 2002.
9. [FP04] Federl P., Prusinkiewicz P.: Finite Element Model of Fracture Formation on Growing Surfaces. Lecture Notes in Computer Science 3037 (May 2004), 138–145.
10. [GC01] Gobron S., Chiba N.: Crack Pattern Simulation Based on 3D Surface Cellular Automata. The Visual Computer 17 (June 2001), 287–309.
11. [HSC85] Hussain S., Smillie G., Collins J.: Laboratory Studies of Crust Development in Irish and Iraqi Soils. I. Moisture Content, Penetration Resistance, Aggregate Size and Seedling Emergence of Spring Barley (Hordeum Vulgare L.). Soil & Tillage Research, 5 (1985), 33–53.
12. [HTK98] Hirota K., Tanoue Y., Kaneko T.: Generation of Crack Patterns With a Physical Model. The Visual Computer 14 (1998), 126–137.
13. [HTK00] Hirota K., Tanoue Y., Kaneko T.: Simulation of Three‐Dimensional Cracks. The Visual Computer 16 (2000), 371–378.
14. [HY00] Horgan G., Young I.: An Empirical Stochastic Model for the Geometry of Two‐Dimensional Crack Growth in Soil (with discussion). Geoderma, 96 (2000), 263–276.
15. [IO06] Iben H. N., O'Brien J. F.: Generating Surface Crack Patterns. In Proceedings of the ACM SIGGRAPH/Eurographics Symposium on Computer Animation (Sept. 2006), pp. 177–185.
16. [LALR06] Léonard J., Ancelin O., Ludwig B., Richard G.: Analysis of the Dynamics of Soil Infiltrability of Agricultural Soils from Continuous Rainfall‐Runoff Measurements on Small Plots. Journal of Hydrology 326 (2006), 122–134.
17. [LBB93] Le Bissonnais Y., Bruand A.: Crust Micromorphology and Runoff Generation on Silty Soil Materials During Different Seasons. Catena Supplement, 24 (1993), 1–16.
18. [Lin94] Lindeberg T.: Scale‐Space Theory in Computer Vision. Kluwer Academic Publishers, Norwell, MA, USA, 1994.
19. [Mac95] MacVeigh D. T.: Emulation of Uniform Cracking. In Proceedings of Compugraphics ’95 (Dec. 1995), Santo H. P., (Ed.), pp. 218–227.
20. [MDRDH02] Michielsen K., De Raedt H., De Hosson J.: Aspects of Mathematical Morphology. Advances in Imaging and Electron Physics 125 (2002), 119–195.
21. [NF99] Neff M., Fiume E.: A Visual Model For Blast Waves and Fracture. In Graphics Interface (1999), pp. 193–202.
22. [OBH02] O'Brien J. F., Bargteil A. W., Hodgins J. K.: Graphical modeling and animation of ductile fracture. In SIGGRAPH '02: Proceedings of the 29th Annual Conference on Computer Graphics and Interactive Techniques ( New York, NY, USA, 2002), ACM Press, pp. 291–294.
23. [OH98] Olsen P., Haugen L.: A New Model of the Shrinkage Characteristic Applied to Some Norwegian Soils. Geoderma 83, 1 (Apr. 1998), 67–81.
24. [OH99] O'Brien J. F., Hodgins J. K.: Graphical Modeling and Animation of Brittle Fracture. In Proceedings of the 26th Annual Conference on Computer Graphics and Interactive Techniques (1999), ACM Press/Addison‐Wesley Publishing Co., pp. 137–146.
25. [OSL98] Ohser J., Steinbach B., Lang C.: Efficient Texture Analysis of Binary Images. Journal of Microscopy 192, 1 (Oct. 1998), 20–28.
26. [PMRdM95] Perrier E., Mullon C., Rieu M., De Marsily G.: Computer Construction of Fractal Soil Structures: Simulation of their Hydraulic and Shrinkage Properties. Water Resources Research 31 (1995), 2927–2943.
27. [PPD02] Paquette E., Poulin P., Drettakis G.: The Simulation of Paint Cracking and Peeling. In Graphics Interface 2002 Conference Proceedings (2002), pp. 59–68.
28. [RS91] Rieu M., Sposito G.: Fractal Fragmentation, Soil Porosity and Soil Water Properties: I Theory. Soil Science Society of America Journal 55 (1991), 1231–1238.
29. [RSB00] Rapp I., Shainberg I., Banin A.: Evaporation and crust impedance role in seedling emergence. Soil Science (2000), 354–364.
30. [She96] Shewchuk J. R.: Triangle: Engineering a 2D Quality Mesh Generator and Delaunay Triangulator. In Applied Computational Geometry: Towards Geometric Engineering, Lin M. C., Manocha D., (Eds.), vol. 1148 of Lecture Notes in Computer Science. Springer‐Verlag, May 1996, pp. 203–222.
31. [SM88] Skjeltorp A. T., Meakin P.: Fracture in Microsphere Monolayers Studied by Experiment and Computer Simulation. Nature 335 (Sept. 1988), 424–426.
32. [ST94] Saito T., Torikawi J.: New Algorithms for Euclidean Distance Transformation of an n‐Dimensional Digitalized Picture with Applications. Pattern Recognition 27, 11 (1994), 1551–1565.
33. [TF88] Terzopoulos D., Fleischer K.: Modeling Inelastic Deformation: Viscoelasticity, Plasticity, Fracture. SIGGRAPH 1988, Computer Graphics Proceedings, Atlanta, GA 22, 4 (Aug. 1988), 269–278.
34. [Vel99] Velde B.: Structure of Surface Cracks in Soil and Muds. Geoderma 93 (1999), 101–124.
35. [Vel01] Velde B.: Surface Cracking and Aggregate Formation Observed in a Rendzina Soil, La Touche (Vienne) France. Geoderma 99, 3 (2001), 261–276.
36. [VHLR05a] Vogel H.‐J., Hoffmann H., Leopold A., Roth K.: Studies of crack dynamics in clay soil: I. Experimental methods, results and morphological quantification. Geoderma 125, 3‐4 (Apr. 2005), 203–211.
37. [VHLR05b] Vogel H.‐J., Hoffmann H., Leopold A., Roth K.: Studies of crack dynamics in clay soil II. A physically based model for crack formation. Geoderma 125, 3‐4 (Apr. 2005), 213–223.
38. [VPL06a] Valette G., Prevost S., Lucas L.: A generalized cracks simulation on 3d‐meshes. In Eurographics Workshop on Natural Phenomena ( Vienna, Austria, Sept. 2006), E. Galin, N. Chiba, pp. 7–14.
39. [VPL06b] Valette G., Prevost S., Lucas L.: Modeling and visualization of cracks in a desiccating soil. In 11th International Fall Workshop Vision, Modeling, and Visualization ( Aachen, Germany, Nov. 2006), Aka Verlag, Berlin, pp. 177–184.
40. [VPLL06] Valette G., Prévost S., Lucas L., Léonard J.: SoDA Project: a Simulation of Soil Surface Degradation by Rainfall. Computers & Graphics 30, 4 (Aug. 2006), 494–506.
41. [VS91] Vincent L., Soille P.: Watersheds in Digital Spaces: An Efficient Algorithm Based on Immersion Simulations. IEEE Transactions on Pattern Analysis and Machine Intelligence 13, 6 (1991), 583–598.
42. [WWL*03] Wang X., Wang L., Liu L., Hu S., Guo B.: Interactive Modeling of Tree Bark. In PG '03: Proceedings of the 11th Pacific Conference on Computer Graphics and Applications ( Washington, DC, USA, 2003), IEEE Computer Society, pp. 83–90.