Introduction to Mae5790 19 One Dimensional Maps

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Mae5790 19 One Dimensional Maps Comprehensive Overview

Georgia Tech PHYS-4267/6268 Nonlinear Dynamics ========================================== Predrag Cvitanović ... Linearization for 1-D systems. Existence and uniqueness of solutions. Bifurcations. Saddle-node bifurcation. Bifurcation diagrams. Prof Aditya Bandopadhyay Department of Mechanical Engineering IIT Kharagpur.

Summary & Highlights for Mae5790 19 One Dimensional Maps

  • We motivated the study of discrete-time mappings with the Poincare
  • There are a number of tools available to understand discrete-time dynamical systems (or "
  • Historical and logical overview of nonlinear dynamics. The structure of the course: work our way up from
  • The Hénon
  • Phase plane analysis. Eigenvectors and eigenvalues. Classification of 2-D linear systems. Saddle points. Stable and unstable ...

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