Description 
1 online resource (xii, 500 pages) : illustrations 
Series 
IUTAM bookseries ; v. 6 

IUTAM bookseries ; v. 6.

Contents 
Vortex Dynamics: The Legacy of Helmholtz and Kelvin  Vortex Dynamics of Wakes  Vorticity Equation of 2DHydrodynamics, Vlasov SteadyState Kinetic Equation and Developed Turbulence  A New Integrable Problem of Motion of Point Vortices on The Sphere  Nonintegrability and Fractional Kinetics Along Filamented Surfaces  TwoDimensional Turbulence on A Bounded Domain  Analogy of A VortexJet Filament With The Kirchhoff Elastic Rod and Its Dynamical Extension  Adiabatic Invariance in VolumePreserving Systems  UnstablePeriodicFlow Analysis of Couette Turbulence  Motion of an Elliptic Vortex Ring and Particle Transport  Hetonic Quartet: Exploring the Transitions in Baroclinic Modons  Dynamics of a Solid Affected by a Pulsating Point Source of Fluid  Phase Transitions to Superrotation in a Coupled FluidRotating Sphere System  Vortex Kelvin Modes with Nonlinear Critical Layers  NonDivergent 2D Vorticity Dynamics and the Shallow Water Equations on the Rotating Earth  HighDimensional Hamiltonian Dynamical Systems: Theory and Computational Realization for Theoretical Chemistry  On Statistical Mechanics of Vortex Lines  Numerical Verification of Weakly Turbulent Law of Wind Wave Growth  The Size Distribution Function For MixedLayer Thermals in The Convective Atmosphere  Families Of Translating Neutral Vortex Street Configurations  Lagrangian Flow Geometry of Tripolar Vortex  Clustering and Mixing of Floating Particles by Surface Waves  Resolution of NearWall Pressure in Turbulence on the Basis of Functional Approach  Triplet of Helical Vortices  LongWave Transition To Instability of Flows in Horizontally Extended Domains of Porous Media  NonDissipative and LowDissipative Shocks with Regular and Stochastic Structures in NonLinear Media With Dispersion  Hyperchaos in Piezoceramic Systems with Limited Power Supply  About Analytic Solvability of Nonstationary Flow of Ideal Fluid with a Free Surface  Nonintegrable Perturbations of Two Vortex Dynamics  Rossby Solitary Waves in the Presence of a Critical Layer  Adjustment of LensLike Stratified Axisymmetric Vortices to Pulsons  Evolution of an Intense Vortex in a Periodic Sheared Flow  Vortex Interaction in an Unsteady LargeScale Shear/Strain Flow  Modified Shallow Water Equations. Simple Waves and Riemann Problem  Estimation of Optimal for Chaotic Transport Frequency of NonStationary Flow Oscillation  A Unified Linear Wave Theory of the Shallow Water Equations on a Rotating Plane  Chaotic Advection and Nonlinear Resonances in a Periodic Flow above Submerged Obstacle  Trapped Vortex Cores in Internal Solitary Waves Propagating in a Thin Stratified Layer Embedded in a Deep Homogeneous Fluid  On the Stability of Stratified QuasiGeostrophic Currents with Vertical Shear above Isolated Topographic Features  Dynamics of Two Rings of Vortices on a Sphere  On the Motion of Two Mass Vortices in Perfect Fluid  Rubber Rolling: Geometry and Dynamics of 235 Distributions  On the Motion of A + 1 Vortices in a TwoLayer Rotating Fluid  Cascades of Period Multiplying in the Planar Hill's Problem 
Summary 
This work brings together previously unpublished notes contributed by participants of the IUTAM Symposium on Hamiltonian Dynamics, Vortex Structures, Turbulence (Moscow, 2530 August 2006). The study of vortex motion is of great interest to fluid and gas dynamics: since all real flows are vortical in nature, applications of the vortex theory are extremely diverse, many of them (e.g. aircraft dynamics, atmospheric and ocean phenomena) being especially important. The last few decades have shown that serious possibilities for progress in the research of real turbulent vortex motions are essentially related to the combined use of mathematical methods, computer simulation and laboratory experiments. These approaches have led to a series of interesting results which allow us to study these processes from new perspectives. Based on this principle, the papers collected in this proceedings volume present new results on theoretical and applied aspects of the processes of formation and evolution of various flows, wave and coherent structures in gas and fluid. Much attention is given to the studies of nonlinear regular and chaotic regimes of vortex interactions, advective and convective motions. The contributors are leading scientists engaged in fundamental and applied aspects of the above mentioned fields 
Bibliography 
Includes bibliographical references 
Notes 
Print version record 
Subject 
Vortexmotion  Congresses


Fluid dynamics  Congresses


Hamiltonian systems  Congresses


SCIENCE  Waves & Wave Mechanics.


Physique.


Fluid dynamics.


Hamiltonian systems.


Vortexmotion.

Genre/Form 
Conference papers and proceedings.


Conference papers and proceedings.


Actes de congrès.

Form 
Electronic book

Author 
Borisov, A. V. (Alekseĭ Vladimirovich)


International Union of Theoretical and Applied Mechanics.

ISBN 
9781402067440 

1402067445 

9781402067433 

1402067437 

9789048115969 

9048115965 

9789048177103 

9048177103 
