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| research_report_kiran [2011-02-20 14:01] – [PROJECT DECODE] 83.101.5.51 | research_report_kiran [2011-02-20 14:07] – [PROJECT DECODE] 83.101.5.51 | ||
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| This research took to new heights by understanding the spiral dynamics in nature of plants and the role of Fibonacci number.The advantage of fibonacci pattern and phyllotaxis where studied from the internet.The question always stroked me why I am studying these things….I realized that to make people learn or give them new experience of growth, geometry and patterning.Various research of plants and its geometrical relationships where studied from various websites.As in search of spiral dynamics old school instruments and other relations came to notice. | This research took to new heights by understanding the spiral dynamics in nature of plants and the role of Fibonacci number.The advantage of fibonacci pattern and phyllotaxis where studied from the internet.The question always stroked me why I am studying these things….I realized that to make people learn or give them new experience of growth, geometry and patterning.Various research of plants and its geometrical relationships where studied from various websites.As in search of spiral dynamics old school instruments and other relations came to notice. | ||
| - | Spirographs: | + | //Spirographs//: A geometric drawing toy that produces mathematical curves of the variety technically known as hypotrochoids and epitrochoids. |
| - | Graficus(Zeichenspiel drawing Set): A geometric drawing toy that produces mathematical patterns. | + | //Graficus//(Zeichenspiel drawing Set): A geometric drawing toy that produces mathematical patterns. |
| - | Penrose Tiling: A non-periodic tiling generated by an a periodic set of prototiles. These various geometrical instruments allowed to understand the geometry of patterning from the relation of spirals. | + | //Penrose Tiling//: A non-periodic tiling generated by an a periodic set of prototiles. These various geometrical instruments allowed to understand the geometry of patterning from the relation of spirals. |
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