ABSTRACT
We integrate into plant models three elements of plant representation identified as important by artists: posture (manifested in curved stems and elongated leaves), gradual variation of features, and the progression of the drawing process from overall silhouette to local details. The resulting algorithms increase the visual realism of plant models by offering an intuitive control over plant form and supporting an interactive modeling process. The algorithms are united by the concept of expressing local attributes of plant architecture as functions of their location along the stems.
- 1.A. H. Barr. Global and Local Deformations of Solid Primitives. Proceedings of SIGGRAPH 84, in Computer Graphics, 18, 3, July 1984, pages 21-30.]] Google Scholar
Digital Library
- 2.D. Barthelemy, Y. Caraglio, and E. Costes. Architecture, Gradients Morphogenetiques et Age Physiologique ches les Vegetaux. In J. Bouchon, Ph. De Reffye, and D. Barthelemy, editors, Modelisation et Simulation de l'Architecture des Vegetaux, pages 89-136. INRA Editions, Paris, 1997.]]Google Scholar
- 3.R. L. Bishop. There Is More Than One Way to Frame a Curve. Amer. Math. Monthly, 82(3):246-251, March 1975.]]Google Scholar
Cross Ref
- 4.H. Bjornson. Weeds. Chronicle Books, San Francisco, 2000.]]Google Scholar
- 5.J. Bloomenthal. Modeling the Mighty Maple. Proceedings of SIG- GRAPH 85, in Computer Graphics, 19, 3, July 1985, pages 305-311.]] Google Scholar
Digital Library
- 6.J. Bloomenthal. Calculation of Reference Frames Along a Space Curve. In A. Glassner, editor, Graphics Gems, pages 567-571. Academic Press, Boston, 1990.]] Google Scholar
Digital Library
- 7.T. E. Burk, N. D. Nelson, and J. G. Isebrands. Crown Architecture of Short-rotation, Intensively Cultured Populus. III. A Model of Firstorder Branch Architecture. Canadian Journal of Forestry Research, 13:1107-1116, 1983.]]Google Scholar
Cross Ref
- 8.N. Chomsky. Three Models for the Description of Language. IRE Trans. on Information Theory, 2(3):113-124, 1956.]]Google Scholar
Cross Ref
- 9.P. de Reffye, C. Edelin, J. Francon, M. Jaeger, and C. Puech. Plant Models Faithful to Botanical Structure and Development. Proceedings of SIGGRAPH 88, in Computer Graphics 22, 4, August 1988, pages 151-158.]] Google Scholar
Digital Library
- 10.O. Deussen, P. Hanrahan, B. Lintermann, R. M ech, M. Pharr, and P. Prusinkiewicz. Realistic Modeling and Rendering of Plant Ecosystems. Proceedings of SIGGRAPH 98, Annual Conference Series, July, 1998, pages 275-286.]] Google Scholar
Digital Library
- 11.D. R. Fowler, P. Prusinkiewicz, and J. Battjes. A Collision-based Model of Spiral Phyllotaxis. Proceedings of SIGGRAPH 92, in Computer Graphics, 26, 2, July 1992, pages 361-368.]] Google Scholar
Digital Library
- 12.H. Goldstein. Classical Mechanics. Addison-Wesley, Reading, 1980.]]Google Scholar
- 13.J. S. Hanan. Parametric L-systems and Their Application to the Modelling and Visualization of Plants. PhD thesis, University of Regina, June 1992.]] Google Scholar
Digital Library
- 14.A. J. Hanson. Quaternion Gauss Maps and Optimal Framings of Curves and Surfaces. Technical Report 518, Computer Science Department, Indiana University, Bloomington, IN, 1998.]]Google Scholar
- 15.C. Jirasek, P. Prusinkiewicz, and B. Moulia. Integrating Biomechanics into Developmental Plant Models Expressed Using L-systems. In H.- Ch. Spatz and T. Speck, editors, Plant Biomechanics 2000, pages 615- 624. Georg Thieme Verlag, Stuttgart, 2000.]]Google Scholar
- 16.J. J. Koenderink. Solid Shape. MIT Press, Cambridge, 1993.]] Google Scholar
Digital Library
- 17.P. Kruszewski and S. Whitesides. A General Random Combinatorial Model of Botanical Trees. Journal of Theoretical Biology, 191(2):221-236, 1998.]]Google Scholar
Cross Ref
- 18.B. Lintermann and O. Deussen. XFROG 2.0. www.greenworks.de, December 1998.]]Google Scholar
- 19.B. Lintermann and O. Deussen. Interactive Modeling of Plants. IEEE Computer Graphics and Applications, 19(1):56-65, 1999.]] Google Scholar
Digital Library
- 20.R. M ech. Modeling and Simulation of the Interactions of Plants with the Environment using L-systems and their Extensions. PhD thesis, University of Calgary, October 1997.]]Google Scholar
- 21.R. M ech and P. Prusinkiewicz. Visual Models of Plants Interacting with their Environment. Proceedings of SIGGRAPH 96, Annual Conference Series, August, 1996, pages 397-410.]] Google Scholar
Digital Library
- 22.K. J. Niklas. Plant Allometry: The Scaling of Form and Process. The University of Chicago Press, Chicago, 1994.]]Google Scholar
- 23.P. Oppenheimer. Real Time Design and Animation of Fractal Plants and Trees. Proceedings of SIGGRAPH 86, in Computer Graphics, 20, 4, August 1986, pages 151-158.]] Google Scholar
Digital Library
- 24.W. F. Powell. Drawing Trees. Walter Foster Publishing, Inc., Laguna Hills, CA, 1998.]]Google Scholar
- 25.P. Prusinkiewicz, J. Hanan, and R. M ech. An L-system-based Plant Modeling Language. Lecture Notes in Computer Science 1779, pages 395-410. Springer-Verlag, Berlin, 2000.]] Google Scholar
Digital Library
- 26.P. Prusinkiewicz, M. James, and R. M ech. Synthetic Topiary. Proceedings of SIGGRAPH 94, Annual Conference Series, July, 1994, pages 351-358.]] Google Scholar
Digital Library
- 27.P. Prusinkiewicz, R. Karwowski, R. Mech, and J. Hanan. L- studio/cpfg: A Software System for Modeling Plants, 2000. Lecture Notes in Computer Science 1779, pages 457-464. Springer-Verlag, Berlin, 2000.]] Google Scholar
Digital Library
- 28.P. Prusinkiewicz and A. Lindenmayer. The Algorithmic Beauty of Plants. Springer-Verlag, New York, 1990. With J. S. Hanan, F. D. Fracchia, D. R. Fowler, M. J. M. de Boer, and L. Mercer.]] Google Scholar
Digital Library
- 29.W. T. Reeves and R. Blau. Approximate and Probabilistic Algorithms for Shading and Rendering Structured Particle Systems. Proceedings of SIGGRAPH 85, in Computer Graphics, 19, 3, July 1985, pages 313-322.]] Google Scholar
Digital Library
- 30.W. R. Remphrey and G. R. Powell. Crown Architecture of Larix laricina Saplings: Quantitative Analysis and Modelling of (nonsylleptic) Order 1 Branching in Relation to Development of the Main Stem. Canadian Journal of Botany, 62(9):1904-1915, 1984.]]Google Scholar
Cross Ref
- 31.J. N. Ridley. Ideal Phyllotaxis on General Surfaces of Revolution. Mathematical Biosciences, 79:1-24, 1986.]]Google Scholar
Cross Ref
- 32.T. Sakaguchi. Botanical Tree Structure Modeling Based on Real Image Set. SIGGRAPH 98 Conference Abstracts and Applications, 1998.]] Google Scholar
Digital Library
- 33.J. M. Snyder and J. T. Kajiya. Generative Modeling: A Symbolic System for Geometric Modeling. Proceedings of SIGGRAPH 92, in Computer Graphics, 26, 2, July 1992, pages 369-378.]] Google Scholar
Digital Library
- 34.I. Vaisman. A First Course in Differential Geometry. Marcel Dekker, New York, 1984.]]Google Scholar
- 35.H. Vogel. A Better Way to Construct the Sunflower Head. Mathematical Biosciences, 44:179-189, 1979.]]Google Scholar
Cross Ref
- 36.J. Weber and J. Penn. Creation and Rendering of Realistic Trees. Proceedings of SIGGRAPH 95, Annual Conference Series, August, 1995, pages 119-128.]] Google Scholar
Digital Library
- 37.K. West. How to Draw Plants. The Techniques of Botanical Illustration. Timber Press, Portland, OR, 1997.]]Google Scholar
- 38.E. Wunderlich. Botanical Illustration in Watercolor. Watson-Guptill, New York, 1991.]]Google Scholar
Index Terms
The use of positional information in the modeling of plants
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