File:CA174906.png
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[edit]DescriptionCA174906.png |
English: Cellular automata, Langton's ant in hexagonal grid. Extension to 7 colors. The colors are modified in a cyclic fashion by the rule: L1,L2,N,U,L2,L1,R2. Where: L2=2Pi/3 (left turn by 120 degrees), L1=Pi/3 (left turn by 60 degrees), N=+0 (no turn), R1=-Pi/3 (right turn by 60 degrees), R2=-2Pi/3 (right turn by 120 degrees), U=+Pi (U-turn). The case of "highway" that shows spiral growth. 24000 iterations.
Created in Matlab R2011b. Colormap - cool(7). Українська: Клітинний автомат, Мураха Ленгтона в гексагональному полі. Расширена до 7-ми кольорів версія. Кольори циклічно змінюються за правилом: L1,L2,N,U,L2,L1,R2. Де: L2=2Pi/3 (поворот на 120 градусів вліво), L1=Pi/3 (поворот на 60 градусів вліво), N=+0 (нема поворота), R1=-Pi/3 (поворот на 60 градусів вправо), R2=-2Pi/3 (поворот на 120 градусів вправо), U=+Pi (поворот на 180 градусів). Випадок магістралі яка зростає спірально. 24000 ітерацій.
Змодельовано в Matlab R2011b. Спектр кольору - cool(7). Русский: Клеточный автомат, Муравей Лэнгтона в гексагональном поле. Расширенная до 7-ми цветов версия. Цвета циклично меняются по правилу: L1,L2,N,U,L2,L1,R2. Где: L2=2Pi/3 (поворот на 120 градусов влево), L1=Pi/3 (поворот на 60 градусов влево), N=+0 (нет поворота), R1=-Pi/3 (поворот на 60 градусов вправо), R2=-2Pi/3 (поворот на 120 градусов вправо), U=+Pi (поворот на 180 градусов). Случай "магистрали" которая растет по спирали. 24000 итераций.
Смоделировано в Matlab R2011b. Цветовой спектр - cool(7). |
Date | |
Source | Own work |
Author | Maxter315 |
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This image was uploaded as part of European Science Photo Competition 2015. |
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