Nonlinear Instability, Chaos and Turbulence
Nonlinear instability plays a fundamental role in laminar flow evolution, its transition to chaotic motion and the subsequent turbulent flow state. The last fifty years have seen major advances in the mathematical theory of, and computational and experimental techniques for the study of nonlinear instability phenomena, chaos and turbulence, with many remarkable and unexpected results being discovered.
This collection of invited articles has been written by fluid dynamicists and applied mathematicians who have made significant contributions to the areas of nonlinear flow instabilities, chaotic motion and turbulence. Containing original research, research-expository and survey articles, it provides a digest of current developments, together with open questions and unsolved problems which are likely to determine fruitful directions for future advanced study and research.
Both thermal and shear flow systems are covered, while applications reviewed include aerodynamics and materials processing, geophysics, oceanography, atmospheric science and astrophysics.
