دانلود کتاب Turbulence in Fluid Flows: A Dynamical Systems Approach

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Front Matter....Pages i-xv
Application of an Approximate R-N-G Theory, to a Model for Turbulent Transport, with Exact Renormalization....Pages 1-31
Weak and Strong Turbulence in the Complex Ginzburg Landau Equation....Pages 33-48
Symmetries, Heteroclinic Cycles and Intermittency in Fluid Flow....Pages 49-58
Finite-Dimensional Description of Doubly Diffusive Convection....Pages 59-72
Dynamical Stochastic Modeling of Turbulence....Pages 73-86
On a New Type of Turbulence for Incompressible Magnetohydrodynamics....Pages 87-100
Loss of Stability of the Globally Unique Steady-State Equilibrium and the Bifurcation of Closed Orbits in a Class of Navier-Stokes Type Dynamical Systems....Pages 101-122
Turbulent Bursts, Inertial Sets and Symmetry-Breaking Homoclinic Cycles in Periodic Navier-Stokes Flows....Pages 123-136
Navier-Stokes Equations in Thin 3D Domains III: Existence of a Global Attractor....Pages 137-163
An Optimality Condition for Approximate Inertial Manifolds....Pages 165-186
Some Recent Results on Infinite Dimensional Dynamical Systems....Pages 187-197