Constructal theory of pattern formation

This review article shows that the occurrence of macroscopic flow configuration is a universal natural phenomenon that can be explained and predicted on the basis of a principle of physics (the constructal law): "For a flow system to persist in time (to survive) it must evolve in such a way...

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Main Author: A. Bejan
Format: Article
Language:English
Published: Copernicus Publications 2007-01-01
Series:Hydrology and Earth System Sciences
Online Access:http://www.hydrol-earth-syst-sci.net/11/753/2007/hess-11-753-2007.pdf
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spelling doaj-90bc52799bf247338326c49a6c17eec32020-11-24T23:00:39ZengCopernicus PublicationsHydrology and Earth System Sciences1027-56061607-79382007-01-01112753768Constructal theory of pattern formationA. BejanThis review article shows that the occurrence of macroscopic flow configuration is a universal natural phenomenon that can be explained and predicted on the basis of a principle of physics (the constructal law): "For a flow system to persist in time (to survive) it must evolve in such a way that it provides easier and easier access to the currents that flow through it". The examples given in this article come from natural inanimate flow systems with configuration: duct cross-sections, open channel cross-sections, tree-shaped flow architectures, and turbulent flow structure (e.g., eddies, laminar lengths before transition). Other examples that are treated in the literature, and which support the constructal law, are the wedge-shape of turbulent shear layers, jets and plumes, the frequency of vortex shedding, Bénard convection in fluids and fluid-saturated porous media, dendritic solidification, the coalescence of solid parcels suspended in a flow, global atmospheric and oceanic circulation and climate, and virtually all architectural features of animal design. The constructal law stresses the importance of reserving a place for pure theory in research, and for constantly searching for new physics – new summarizing principles that are general, hence useful.http://www.hydrol-earth-syst-sci.net/11/753/2007/hess-11-753-2007.pdf
collection DOAJ
language English
format Article
sources DOAJ
author A. Bejan
spellingShingle A. Bejan
Constructal theory of pattern formation
Hydrology and Earth System Sciences
author_facet A. Bejan
author_sort A. Bejan
title Constructal theory of pattern formation
title_short Constructal theory of pattern formation
title_full Constructal theory of pattern formation
title_fullStr Constructal theory of pattern formation
title_full_unstemmed Constructal theory of pattern formation
title_sort constructal theory of pattern formation
publisher Copernicus Publications
series Hydrology and Earth System Sciences
issn 1027-5606
1607-7938
publishDate 2007-01-01
description This review article shows that the occurrence of macroscopic flow configuration is a universal natural phenomenon that can be explained and predicted on the basis of a principle of physics (the constructal law): "For a flow system to persist in time (to survive) it must evolve in such a way that it provides easier and easier access to the currents that flow through it". The examples given in this article come from natural inanimate flow systems with configuration: duct cross-sections, open channel cross-sections, tree-shaped flow architectures, and turbulent flow structure (e.g., eddies, laminar lengths before transition). Other examples that are treated in the literature, and which support the constructal law, are the wedge-shape of turbulent shear layers, jets and plumes, the frequency of vortex shedding, Bénard convection in fluids and fluid-saturated porous media, dendritic solidification, the coalescence of solid parcels suspended in a flow, global atmospheric and oceanic circulation and climate, and virtually all architectural features of animal design. The constructal law stresses the importance of reserving a place for pure theory in research, and for constantly searching for new physics – new summarizing principles that are general, hence useful.
url http://www.hydrol-earth-syst-sci.net/11/753/2007/hess-11-753-2007.pdf
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