On Growth and Form and Constructal Theory
November 13, 2008 2:17 AM
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On Growth and Form (1917) was D'Arcy Wentworth Thompson's pioneering effort to explore the mathematical principles that underlie biological form. He studied the similarity between the shapes of a
jellyfish and a
drop of ink, a
splash and a
hydroid, between
dragonfly wings and
bubble froth, the growth of
radiolaria and
snowflakes, the spirals of
nautilus and
mollusk shells and
sheep horns. More recently, Adrian Bejan's
Constructal Theory aims to explain all biological shape from one thermodynamic principle. This month there is an
interview with Bejan for the layman.
The central principle of Constructal Theory -
for a finite system to persist in time (to live) it must evolve so currents can flow easier through it - has been used by Bejan and his coworkers to predict the
structure of trees and other natural networks (such as
why a river looks like a tree), to understand
running, swimming, and flying (PDF), to explain why
university rankings won't change, and generally, to think about
the design of every thing that flows and moves.
You can learn more about Constructal theory from
TreeHugger's four articles, from the
Constructal Portal, and from
Bejan's books. Bejan's
website lists his (over 450)
academic publications.
posted by twoleftfeet (16 comments total)
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posted by Phanx at 2:29 AM on November 13, 2008 [3 favorites has favorites]