.ChaoticCircuits.RoesslerSystem

Information

Wikipedia: Roessler attractor

Developed by Otto E. Roeesler. The system of 3 nonlinear ordinary differential equations has no physical background, it is intended to study chaotic effects.

Note: For c = 1 periodic solutions are obtained. For c = 5.7 chaotic solutions are obtained.

References:

• [Roessler1976]
• [Roessler1979]

Contents

Name	Description
AnalyticEquations	Roessler system
ScaledBlocks	Roessler system
IdealCircuit	Roessler system
ImprovedCircuit	Roessler system