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Application of Fractal Geometry to Architectural Designopen accessApplication of Fractal Geometry to Architectural Design

Other Titles
Application of Fractal Geometry to Architectural Design
Authors
이명식
Issue Date
Dec-2014
Publisher
대한건축학회
Keywords
Fractal; Fractal Dimension; Box-Counting Dimension; Fractal rhythm; Self-Similarity; Non-Linearity; Randomness
Citation
Architectural Research, v.16, no.4, pp 175 - 183
Pages
9
Indexed
KCI
Journal Title
Architectural Research
Volume
16
Number
4
Start Page
175
End Page
183
URI
https://scholarworks.dongguk.edu/handle/sw.dongguk/15940
DOI
10.5659/AIKAR.2014.16.4.175
ISSN
1229-6163
2383-5575
Abstract
Contemporary architecture tends to deconstruct modern architecture based on rationalization just like reductionism and functionalism and secedes from it. It means change from mechanical to organic and ecological view of the world. According to these changes, consideration of a compositive relationship presented variety and complexity in architecture. Thus, the modern speculation based on rationalism cannot provide an alternative interpretation about complicated architectural phenomena. At this point in time, the purpose of this study is to investigate the possibilities of the fractal as an alternative tool of analysis and design in contemporary architecture. In this study, two major aspects are discussed. First, the fractal concepts just like ‘fractal dimension’, ‘box-counting dimension’ and ‘fractal rhythm’ can be applied to analysis in architecture. Second, the fractal formative principles just like ‘scaling’, ‘superimposition trace’, ‘distortion’ and ‘repetition’ can be applied to design in architecture. Fractal geometry similar to nature’s patterned order can provide endless possibilities for analysis and design in architecture. Therefore further study of fractal geometry should be conducted synthetically from now on.
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College of Engineering (Department of Architectural Engineering)
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