EE60064: Chaos
Appearance
| EE60064 | |
|---|---|
| Course name | CHAOS |
| Offered by | Electrical Engineering |
| Credits | 3 |
| L-T-P | 3-0-0 |
| Previous Year Grade Distribution | |
| {{{grades}}} | |
| Semester | {{{semester}}} |
Syllabus
Syllabus mentioned in ERP
Introduction. Modelling of dynamical system: Differential equations and difference equations; Stable, unstable and chaotic systems; Examples from electrical, mechanical and fluid-dynamic systems. Chaos in feedback systems. Types of attractions: Point, periodic, quasiperiodic and strange attractors. Pathways to chaos. Poincare section, FeigenbaumâÂÂs universality constants, Lyapunov exponents. The geometry of fractals; Chaotic dynamics on fractals; Hausdorff, correlation, information and Lyapunov dimensions. Characterization of attractors from experimental data. Basins of attraction and basin boundaries. Applications in engineering systems.