Stability analysis and control chaos for fractional 5D Maxwell-Bloch model
Mihai Ivan
TL;DR
This paper explores the dynamical behavior of a fractional 5D Maxwell-Bloch model using Caputo derivatives, focusing on stability and chaos control in fractional differential systems.
Contribution
It introduces a fractional differential framework for the 5D Maxwell-Bloch model and analyzes its stability and chaotic dynamics.
Findings
Identification of stability regions
Detection of chaotic regimes
Insights into control mechanisms
Abstract
In this paper we investigate the dynamical behavior of fractional differential system associated to 5D Maxwell-Bloch model in terms of fractional Caputo derivatives.
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Taxonomy
TopicsFractional Differential Equations Solutions · Nonlinear Waves and Solitons · Quantum chaos and dynamical systems