The Energy Method, Stability, and Nonlinear Convection

Table of Contents

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   Book Overview
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   Chapter 1 Introduction
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   Chapter 2 Illustration of the energy method on simple examples and discussion of linear theory
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   Chapter 3 The Navier-Stokes equations and the Bénard problem
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   Chapter 4 Symmetry, Competing Effects, and Coupling Parameters
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   Chapter 5 Convection problems in a half space
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   Chapter 6 Generalized energies and the Lyapunov method
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   Chapter 7 Geophysical problems
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   Chapter 8 Surface tension driven convection
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    Chapter 9 Convection in generalized fluids
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    Chapter 10 Time dependent basic states
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    Chapter 11 Electrohydrodynamic and magnetohydrodynamic convection
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    Chapter 12 Ferrohydrodynamic convection
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    Chapter 13 Convective instabilities for reacting viscous fluids far from equilibrium
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    Chapter 14 Multi-component convection diffusion
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    Chapter 15 Convection in a compressible fluid
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    Chapter 16 Convection with temperature dependent fluid properties
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    Chapter 17 Penetrative convection
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    Chapter 18 Nonlinear stability in ocean circulation models
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    Chapter 19 Numerical solution of eigenvalue problems