Physics-based algorithm to simulate tree dynamics under wind load
Abstract
Keywords: physics-based algorithm, tree model, L-system, Cantilever beam
DOI: 10.25165/j.ijabe.20201302.4967
Citation: Xu L F, Yang Z Z, Ding W L, Buck-Sorlin G. Physics-based algorithm to simulate tree dynamics under wind load. Int J Agric & Biol Eng, 2020; 13(2): 26–32.
Keywords
Full Text:
PDFReferences
Ancelin P, Courbaud B, Fourcaud T. Development of an individual tree-based mechanical model to predict wind damage within forest stands. Forest Ecology Management, 2004; 203(1-3): 101–121.
Sakaguchi T, Ohya J. Modeling and animation of botanical trees for interactive virtual environments. ACM Symposium on Virtual Reality Software and Technology, London, United Kingdom, 1999; pp. 139–146.
Ono H. Practical experience in the physical animation and destruction of trees. Eurographics Workshop on Computer Animation and Simulation, Vienna, Austria, 1997; pp. 149–159.
Giacomo T, Capo S, Faure F. An interactive forest. Eurographics Workshop on Computer Animation and Simulation, Vienna, Austria, 2001; pp. 65–74.
Cannon J, Mandelbrot B. The fractal geometry of nature. The American Mathematical Monthly, 1984; 91(9): 594.
Teng C, Chen Y. Image-based tree modeling from a few images with very narrow viewing range. The Visual Computer, 2009; 25(4): 297–307.
Aono M, Kunii T. Botanical tree image generation. IEEE Computer Graphics and Applications, 1984; 4(5): 10–34.
Oppenheimer, Peter E. Real time design and animation of fractal plants and trees. ACM SIGGRAPH Computer Graphics, 1986; 20(4): 55–64.
Shlyakhter I, Rozenoer M, Dorsey J, Teller S. Reconstructing 3D tree models from instrumented photographs. IEEE Computer Graphics and Applications, 2001; 21(3): 53–61.
Lindenmayer A. Mathematical models for cellular interactions in development I. Filaments with one-sided inputs. Journal of Theoretical Biology, 1968; 18(3): 280–299.
Okabe M, Owada S, Igarashi T. Interactive design of botanical trees using freehand sketches and example-based editing. Computer Graphic Forum, 2005; 24(3): 487–496.
Ijiri T, Owada S, Okabe M, Igarashi T. Floral diagrams and inflorescences: interactive flower modeling using botanical structural constraints. ACM Transactions on Graphics, 2005; 24(3): 720–726.
Jos S. Stochastic Dynamics: Simulating the effects of turbulence on flexible structures. Computer Graphics Forum, 2010; 16(3): 159–164.
Ota S, Tamura M, Fujita K. A hybrid method for real-time animation of trees swaying in wind fields. The Visual Computer, 2004; 20(10): 613–623.
Akagi Y, Kitajima K. Computer animation of swaying trees based on physical simulation. Computers and Graphics, 2006; 30(4):529–539.
Hu S, Zhang Z, Xie H, Igarashi T. Data-driven modeling and animation of outdoor trees through interactive approach. Visual Computer, 2017; 33(6-8): 1017–1027.
Fan J, Xiao S. The study of real-time animation of forest scene in wind projection. ACM SIGGRAPH International Conference on Virtual Reality Continuum and its Applications in Industry, Kobe, Japan, 2015; pp. 101–104.
Ancelin P, Courbaud B, Fourcaud T. A population approach to study forest stand stability to wind: individual tree-based mechanical modeling. International Conference Wind Effects on Trees, University of Karlsruhe, Germany, 2013.
Cullen S. Trees and wind: A practical consideration of the drag equation velocity exponent for urban tree risk management. Journal of Arboriculture, 2005; 31(3): 101–113.
Gaffrey D, Kniemeyer O. The elasto-mechanical behaviour of Douglas fir, its sensitivity to tree-specific properties, wind and snow loads, and implications for stability - a simulation study. Journal of Forest Science, 2002; 48(2): 49–69.
Gaffrey D, Sloboda B. Modifying the elastomechanics of the stem and the crown needle mass distribution to affect the diameter increment distribution: A field experiment on 20-year old Abies grandis trees. Journal of Forest Science, 2004; 50(5): 199–210.
Sellier D, Brunet Y, Fourcaud T. A numerical model of tree aerodynamic response to a turbulent airflow. Forestry, 2008; 81(3): 279–297.
Ping S, Tao Y. Research and realization of modeling method for virtual geographic scenes. International Conference on Information Science and Engineering, 2011; pp. 2297–2299.
Kolivand H, Rhalibi A, Sunar M, Saba T. ReVitAge: Realistic virtual heritage taking shadows and sky illumination into account. Journal of Cultural Heritage, 2018; 32: 166-175.
Prusinkiewicz P, Lindenmayer A. The algorithmic beauty of plants. New York: Springer-Verlag, 1990.
Abelson H, Disessa A. Turtle geometry. MIT Press, Cambridge, Mass.-London, 1980.
Hu S, Zuo Z, Sun J. Approximate degree reduction of triangular bezier surfaces. Tsinghua Science and Technology, 1998; 3(2): 55–58.
Prusinkiewicz P. Graphical applications of L-systems. Proceedings - Graphics Interface, 1986; pp. 247–253.
Pei J, Yuan S, Yuan J. Fluid-structure coupling effect on periodically transient flow of a single-blade sewage centrifugal pump. Journal of Mechanical Science and Technology, 2013; 27(7): 2015–2023.
Li F. Realistic Simulation of three-dimensional trees swaying in the wind. Computer Science, 2012; 39(11): 254–260.
Concepts R. Wood handbook - wood as an engineering material. Agriculture handbook / United States. Dept. of Agriculture (USA). No. 72. 2013, 1.
Dupont S, Pivato D, Brunet Y. Wind damage propagation in forests. Agricultural and Forest Meteorology, 2015; 214-215(3): 243–251.
Kennethr J, Nicholas H, Peterk A. Mechanical stability of trees under dynamic loads. American Journal of Botany, 2006; 93(10): 1522.
Nikolov N, Massman, W, Schoettle A. Coupling biochemical and biophysical processes at the leaf level: an equilibrium photosynthesis model for leaves of C3 plants. Ecological Modelling, 1995; 80(2-3): 205–235.
Copyright (c) 2020 International Journal of Agricultural and Biological Engineering
This work is licensed under a Creative Commons Attribution 4.0 International License.