Pemodelan Pertumbuhan Tanaman Zinnia Menggunakan Lindenmayer System dengan Mathematica

Suhartono Suhartono

Abstract


Pendekatan dalam mempelajari pemodelan pertumbuhan tanaman saat ini adalah dengan menggunakan metoda L-System yaitu sistem penulisan berulang (rewriting system) yang dilakukan secara paralel dengan menggunakan aturan gramatikal. Dengan menggunakan software Mathematica telah diidentifikasi pemodelan pertumbuhan tanaman zinnia sebanyak 6 tahap pertumbuhan selama 25 hari dan dapat divisualisasikan

Keywords


Identifikasi; Pemodelan pertumbuhan tanaman zinnia; L-System

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References


Brooks dan Peter, 2006, Metric for IT Service Management (Jan van bon, Ed), Zaltbommel : Van Haren Publishing.

Chuai-Aree.S, Siripant.S dan Lursinsap.C, 2000, Animating Plant growth in L-System by Parametric functional symbols, Proc. Of Intern. Conf. on Intelligent Technology 2000, pp 135-143, December 13-15, University Bangkok, Thailand

Hirafuji.M, 1991, A plant growth model by neural networks and L-System, Proc.9.Th IFAC Symp. Identification and System Parameter Estimation, Vol 3 Fukuoka, Japan, pp.997-1022

Jacob.C, 2001, Illustrating Evolutionary Computation with Mathematica. Morgan Kaufmann Publishers, San Fancisco.

James A. Freeman, 1994, Fuzzy Systems for Control Applications: The Truck Backer-Upper, the Mathematica Journal, Miller Freeman Publications

Karwowski.R dan Prusinkiewics.P, 2006, The L-System based plant modeling environment L-Studio 4.0. In Proceeding of the 4th International Workshop on Functional Structural Plant Models, pp. 403-405

Mech. R dan Prusinkiewics.P, 1996, Visual Model of Plants Interacting with Their Environment, Proceedings of SIGGRAPH 96. In Computer Graphics Proceedings, Annual Conferenceseries, 1996, ACM SIGGRAPP, pp.397-410.

Pachepsky.L.B, M.Kaul, C.Walthall, J.Lydon, H.Hong, C.S.T Daughtry, 2004, Soybean Growth and Development Visualized With L-Systems Simulation: Effect of temperature, International Jurnal of Biotronic Vol 33, 31-47

Prusinkiewics.P, and Lindenmayer, 1990, The Algoritmic Beauty of Plant, Springer-Verlag, New York.

Prusinkiewics.P, Jim Hanan, Mark Hammel dan Mech. R, 2003, L-System : from the Theory to Visual Models of Plants, Siggraph L-System and beyond, page 2.1-2.12

Somporn.C.A , Suchada Siripant, Chidchanok Lursinsap, 2004, Animating Plant Growth in L-System By Parametric Functional Symbols, 4th International Workshop on Functional Structural Plant Models.

Suhartono, Mochamad Hariadi & Mauridhi Hery Purnomo, 2011, Integration of Fuzzy System into Genetic L-System Programming based plant modeling environment with mathematica, Australian Journal of Basic and Applied, Vol. 5(11). pp. 1760-1765

Suhartono, Mochamad Hariadi & Mauridhi Hery Purnomo, 2011, Integration of Artificial Neural Network into Genetic L-System Programming based plant modeling environment with mathematica, International Journal of Academic Research, Vol. 3. No. 6, I Part

Suhartono, Mochamad Hariadi & Mauridhi Hery Purnomo, 2010, Hybrid Genetic L-System Method For Representing Indentification Of Plant Growth Visualization, Proceding Seminar Nasional Teknologi Industri (SNTI), ISBN : 978-979-18265-2-5




DOI: http://dx.doi.org/10.18860/ca.v3i1.2569

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