
As part of a trilogy of books exploring the science of patterns in nature, acclaimed science writer Philip Ball here looks at the form and growth of branching networks in the natural world, and what we can learn from them. Many patterns in nature show a branching form - trees, river deltas, blood vessels, lightning, the cracks that form in the glazing of pots. These networks share a peculiar geometry, finding a compromise between disorder and determinism, though some, like the hexagonal snowflake or the stones of the Devil's Causeway fall into a rigidly ordered structure. Branching networks are found at every level in biology - from the single cell to the ecosystem. Human-made networks too can come to share the same features, and if they don't, then it might be profitable to make them do so: nature's patterns tend to arise from economical solutions.
This book investigates the underlying geometric and physical principles that govern the formation of branching networks across diverse natural and human-made systems. Philip Ball, a science writer with extensive experience in physical sciences, utilizes principles from fluid dynamics, biology, and mathematics to argue that branching patterns represent economical solutions to the problem of transport and distribution. By examining these structures, he demonstrates how nature balances deterministic growth with chaotic environmental variables to achieve efficiency.
What You Will Find
Scope Limits
Experts and readers alike recognize this work as an accessible entry point into the study of morphogenesis and pattern formation. The prose is noted for its clarity, successfully bridging the gap between complex physical theory and observable natural phenomena.
Page Count:
227
Publication Date:
2009-01-01
Publisher:
OUP Oxford
ISBN-10:
0191579831
ISBN-13:
9780191579837
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