Graphics Development of Fractal Tree Based on E-Learning

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In computer graphic, conventional method often uses the fixed graphics in single color to introduce the design of fractal tree graphics, which makes students feel difficult to understand. In order to solve this problem, in this paper a new environment of fractal tree graphics base on E-learning is proposed, development of which is also introduced in detail. In this learning environment, the iterated depth of fractal tree graphics, and the changing angle of branch can be increased and decreased. In increasing process, the fractal limitation or fixed point can be seen clearly. In this new learning environment, students can easily grasp the fractal graphics definition and the programming procedure of fractal graphics, and understand the generation procedure and structure of fractal tree graphics. Therefore, it can arouse the students interests and attracts their attentions in the course of learning.

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2292-2296

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August 2013

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© 2013 Trans Tech Publications Ltd. All Rights Reserved

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[1] Andrea Kienle, Martin Wessner, The CSCL community in its first decade: development, continuity, connectivity, Computer-Supported Collaborative Learning, 2006, p.9–13.

DOI: 10.1007/s11412-006-6843-5

Google Scholar

[2] Darina Dieheva & Christo Diehev, Authoring educational topic maps-can we make it easier, Fifth IEEE International Conference on Advanced Learning Technologies 2005, Taiwan, China, 2005, p.216–218.

DOI: 10.1109/icalt.2005.73

Google Scholar

[3] Liang Fang Shi, Theory of Learning. Beijing: People Education Press, 2001, p.57–62.

Google Scholar

[4] Wenqu Zeng, Xiangyang Wang, Fractal Theory and Its Computer Simulation. Shenyang: North-East University Press, p.34–39, (1993).

Google Scholar

[5] Shuigen Li, Xiangpeng Zhao, The Fractal Graphics Art in 2-D and High Dimension Space. Beijing: Science Press, p.80—81, (2009).

Google Scholar

[6] Bowen Sun, Fractal Algorithms and Programming-Java Realization. Beijing: Science Press, p.51–53, (2004).

Google Scholar

[7] Bowen Sun, Fractal Algorithms and Programming-Visual Basic Realization. Beijing: Science Press, pp . 54–60, (2004).

Google Scholar