Presenter Information

Almas U. Abdulla

Location

Cocoa Beach

Start Date

28-4-2007 8:00 AM

Description

This paper investigates the Chaos phenomena in nonlinear psychical systems described by differential equations. A prototypical system is the Duffing oscillator, described by the nonlinear second order differential equation which presents a mathematical model of the motion performed by a plane pendulum under a periodic external force. By using numerical and phase space analysis, the transition from periodic to chaotic behavior (and vice versa) is analyzed.

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Apr 28th, 8:00 AM

Technical Paper Session II - Universal Law for the Transition from Chaos to Periodicity in Nonlinear Physical Systems

Cocoa Beach

This paper investigates the Chaos phenomena in nonlinear psychical systems described by differential equations. A prototypical system is the Duffing oscillator, described by the nonlinear second order differential equation which presents a mathematical model of the motion performed by a plane pendulum under a periodic external force. By using numerical and phase space analysis, the transition from periodic to chaotic behavior (and vice versa) is analyzed.

 

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