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  1. ENGINEERING VIDEOS >>Electrical Engineering Chaos>>Fractals And Dynamic Systems>>Vector Fields Of Nonlinear Systems

 Course  Lecture
  • Title: Chaos, Fractals & Dynamic Systems
  • Department: Electrical Engineering
  • Author: Prof. S.Banerjee
  • University: IIT Kharagpur
  • Type: WebLink
  • Abstract:
    not available

List of Lectures

Representations Of Dynamical Systems
Vector Fields Of Nonlinear Systems
Limit Cycles
The Lorenz Equation - I
The Lorenz Equation - Ii
The Rossler Equation And Forced Pendulum
The Chuas Circuit
Discrete Time Dynamical Systems
The Logistic Map And Period Doubling
Flip And Tangent Bifurcations
Intermittency Transcritical And Pitchfork
Two Dimensional Maps
Bifurcations In Two Dimensional Maps
Introduction To Fractals
Mandelbrot Sets And Julia Sets
The Space Where Fractals Live
Interactive Function Systems
Ifs Algorithms
Fractal Image Compression
Stable And Unstable Manifolds
Boundary Crisis And Interior Crisis
Statistics Of Chaotic Attractors
Matrix Times Circle : Ellipse
Lyapunov Exponent
Frequency Spectra Of Orbits
Dynamics On A Torus
Dynamics On A Torus
Analysis Of Chaotic Time Series
Analysis Of Chaotic Time Series
Lyapunou Function And Centre Manifold Theory
Non-smooth Bifurcations
Non-smooth Bifurcations
Normal From For Piecewise Smooth 2d Maps
Bifurcations In Piecewise Linear 2d Maps
Bifurcations In Piecewise Linear 2d Maps
Multiple Attractor Bifurcation And Dangerous
Dynamics Of Discontinuous Maps
Introduction To Floquet Theory
The Monodromy Matrix And The Saltation Matrix
Control Of Chaos
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