Course Contents
CHAOS IN THREE DIMENSIONS
ITERATED MAPS
QUANTIFICATION OF CHAOS
MULTIDIMENSIONAL SOLITONS
Course Synopsis
CHAOS IN THREE DIMENSIONS
Three Dimensional dynamical systems
Fixed points
Limit cycles and Poincare sections
Routes to chaos
Lyapunov Exponents
Lorentz model and Galerkin Truncation
ITERATED MAPS
One Dimensional iterated maps
Bifurcations in iterated map: Bifurcations, Period Doubling, Chaos and Lyapunov Exponents
Theory derivation of Feigenbaum numbers
QUANTIFICATION OF CHAOS
Time series
Universal scaling of the Lyapunov exponents
MULTIDIMENSIONAL SOLITONS
Kadomsteev-Petviashvilli equation, Solution and behaviour Vortices and piece wise linear solutions
Nonlinearity and Non Linear Effects,
View Now
Method of multiple scales
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Youtube video
View Now
Book Title : Chaos and Non Linear Dynamcis
Author : Hilborn RC
Edition :
Publisher : OUP 1994
Book Title : Deterministic Chaos
Author : Schuster HG
Edition :
Publisher : VCH Verlag, 1988
No Information Yet