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水稻植株的虚拟生长 被引量:15

An Elementary Study on Virtual Growth of Rice Plant
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摘要 以节间及其着生叶或穗为单位,将水稻植株分解成N+3个结构单元(N为植株总叶龄),采用L系统技术描述了水稻植株拓扑结构。并根据田间试验获得的水稻品种武运粳7号植株器官的几何参数,结合L系统的导龟解释,实现了武运粳7号不同生长阶段植株空间形态结构的虚拟再现。 The architecture of rice plant was divided into N + 3 structure units according to the total leaf number (N), involving internode and leaf( or panicle), and was analyzed using L-system. The architecture of the plant of rice Wuyunjing 7 was realized virtually in a computer, in terms of the geometrical parameters of the rice organs extracted from the field experiments.
出处 《江苏农业学报》 CSCD 北大核心 2006年第2期105-108,共4页 Jiangsu Journal of Agricultural Sciences
基金 江苏省农业科学院科研基金(6110411)
关键词 水稻 虚拟生长 L系统 rice virtual growth L-system
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参考文献16

  • 1Penning de Vries FWT, Jansen DM, ten Berge HFM, et al. Simulation of ecophysiological processes of growth in several annual crops[M]. Pudoc:Wageningen, 1989. 1 -355.
  • 2Jones JW, Jagtap SS, Hoogenboom G, et al. The structure and function of DSSAT[A]. In:IBSNAT symposium proceedings, ed.Decision support system for agrotechnology transfer [C]. Honolulu:University of Hawaii, 1991. 1 - 14.
  • 3Bouman BAM, Kropff MJ, Tuong TP, et al. ORYZA2000:modeling lowland rice [M]. Manila: International Rice Research Institute, 2001.1 -235.
  • 4Room PM, Hanan JS. Virtual cotton: a new tool for research,management and training [A]. In : Constable GA, Forrester NW,eds. Proceedings of the world cotton research conference Ⅰ. challenging the future [C]. Brisbane, Melbourne: CSIRO Australia,1995. 40-44.
  • 5Foumier C, Andrieu B. A 3D architectural and process-based model of maize development [J]. Annals of Botany, 1998, 81:233 -250.
  • 6Buck-Sorlin GH. L-system model of the vegetative growth of winter barley[A]. In:Polani D, Kim J, Martinetz T, eds. Fifth German workshop on artificial life[C]. Berlin: Akademische Verlagsgesellschaft Aka Gmbh, 2002. 53 -64.
  • 7Watanabe T, Room PM, Hanan JS. Virtual rice: simulating the development of plant architecture[J]. International Rice Research Notes, 2001, 26(2):60 -62.
  • 8Lindenmayer A. Mathematical models for cellular interactions in development[J]. J Theoret Biol, 1968, 18:280 - 315.
  • 9Szilard AL, Quinton RE. An interpretation for DOL systems by computer graphics[J]. The Science Terrapin, 1979, 4:8 - 13.
  • 10De RP, Blaise F, Chemouny S, et al. Calibration of hydraulic growth model on the architecture of cotton plant [J]. Agronomie,1999, 19(3/4) :265 -280.

二级参考文献41

  • 1金明现,王天铎.玉米根系生长及向水性的模拟[J].Acta Botanica Sinica,1996,38(5):384-390. 被引量:34
  • 2[1]Ulam S. On some mathematical properties connected with patterns of growth of figures [ A ]. In: Proceedings of Symposia on Applied Mathematics[ C ]. American Mathematical Society, 1962. 215 ~ 224.
  • 3[2]Cohen D. Computer simulation of biological pattern generation processes [ J ]. Nature, 1967, 216:246 ~ 248.
  • 4[3]Lindenmayer A. Mathematical models for cellular interactions in development [ J ]. J Theor Biol, 1968,18:280 ~ 315.
  • 5[4]Honda H. Description of the form of trees by the parameters of the tree - like body: effects of the branching angle and the branch length on the shape of the tree - like body[ J]. J Theor Biol, 1971,31: 331~338.
  • 6[5]Fisher JB. A quantitative analysis of terminalia branch [ A ]. In:Tomlinson,et al. Tropical Trees as Living systems[ M]. New York:Cambridge University Press, 1978. 285 ~ 320.
  • 7[6]Halle F, et al. Tropical Trees and Forests: An Architectural Analysis [ M ]. Berlin: Springer Verlag, 1978.
  • 8[7]Honda H, et al. Twogeometerical models of branching of tropical trees[J]. AnnBot, 1982, 49:1 ~12.
  • 9[8]Hunt R. Plant growth analysis: the rationale behind the use of the fitted mathematical function[ J]. Ann Bot, 1979,43: 245 ~ 249.
  • 10[9]Prusinkiewicz P, et al. The Algorithmic Beauty of Plants [ M ]. New York: Springer Verlag, 1990.

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