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A crystallographic approach to symmetry-breaking in fluid layers
by
Rudge, John F.
, McKenzie, Dan
in
Bifurcations
/ Boundary conditions
/ Broken symmetry
/ Cellular convection
/ Convection
/ Crystallography
/ Fluid dynamics
/ Fluid flow
/ Fluid mechanics
/ Free convection
/ Geometry
/ Hydrodynamics
/ JFM Papers
/ Phase transitions
/ Symmetry
/ System theory
/ Textbooks
/ Viscosity
2024
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A crystallographic approach to symmetry-breaking in fluid layers
by
Rudge, John F.
, McKenzie, Dan
in
Bifurcations
/ Boundary conditions
/ Broken symmetry
/ Cellular convection
/ Convection
/ Crystallography
/ Fluid dynamics
/ Fluid flow
/ Fluid mechanics
/ Free convection
/ Geometry
/ Hydrodynamics
/ JFM Papers
/ Phase transitions
/ Symmetry
/ System theory
/ Textbooks
/ Viscosity
2024
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
A crystallographic approach to symmetry-breaking in fluid layers
by
Rudge, John F.
, McKenzie, Dan
in
Bifurcations
/ Boundary conditions
/ Broken symmetry
/ Cellular convection
/ Convection
/ Crystallography
/ Fluid dynamics
/ Fluid flow
/ Fluid mechanics
/ Free convection
/ Geometry
/ Hydrodynamics
/ JFM Papers
/ Phase transitions
/ Symmetry
/ System theory
/ Textbooks
/ Viscosity
2024
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A crystallographic approach to symmetry-breaking in fluid layers
Journal Article
A crystallographic approach to symmetry-breaking in fluid layers
2024
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Overview
Symmetry-breaking bifurcations, where a flow state with a certain symmetry undergoes a transition to a state with a different symmetry, are ubiquitous in fluid mechanics. Much can be understood about the nature of these transitions from symmetry alone, using the theory of groups and their representations. Here, we show how the extensive databases on groups in crystallography can be exploited to yield insights into fluid dynamical problems. In particular, we demonstrate the application of the crystallographic layer groups to problems in fluid layers, using thermal convection as an example. Crystallographic notation provides a concise and unambiguous description of the symmetries involved, and we advocate its broader use by the fluid dynamics community.
Publisher
Cambridge University Press
Subject
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