A platform for research: civil engineering, architecture and urbanism
A platform for research: civil engineering, architecture and urbanism
Dynamic Root Rectangles Part One: The Fundamentals
Abstract. Incommensurable ratios cannot be stated in finite, whole number fractions. But such ratios can organize spatial compositions so that the same ratio persists through endless divisions. We explore this proportioning principle, which Jay Hambidge calls “dynamic symmetry,” as it appears in “root rectangles” of incommensurable proportions.
Dynamic Root Rectangles Part One: The Fundamentals
Abstract. Incommensurable ratios cannot be stated in finite, whole number fractions. But such ratios can organize spatial compositions so that the same ratio persists through endless divisions. We explore this proportioning principle, which Jay Hambidge calls “dynamic symmetry,” as it appears in “root rectangles” of incommensurable proportions.
Dynamic Root Rectangles Part One: The Fundamentals
Fletcher, Rachel (author)
Nexus Network Journal ; 9 ; 327-362
2007-10-01
36 pages
Article (Journal)
Electronic Resource
English
Dynamic Root Rectangles Part One: The Fundamentals
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Dynamic Root Rectangles Part Two: The Root-Two Rectangle and Design Applications
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Dynamic Root Rectangles Part Two: The Root-Two Rectangle and Design Applications
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