Journal of Multi Disciplinary Engineering Technologies

Volume 19 • Issue 02 • Published: July 2026 • ISSN (Print): 0974-1771 • ISSN (Online): 2581-9372

On dynamics of fractional order dual Lorenz system

Manish Kumar¹, Kumar Vishal^1*, Saurabh Kumar Agrawal²

¹Department of Mathematics, Magadh University, Bodh Gaya, Bihar, 824234, India.

²Department of Applied Sciences, Vidyapeeth’s College of Engineering, New Delhi, 110063, India.

Corresponding author: kumarvishal.bhu@gmail.com

Contributing authors: manishmathmu@gmail.com; saurabh.goel9944@gmail.com

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Abstract

This article investigates the dynamical properties of a novel fractional order dual Lorenz system (FDLS) for various parameters. The dynamical behavior of the system is examined through Lyapunov exponents, and the behavior near equilibrium points. Additionally, using the mathematical software MATLAB, we provide graphical visualizations of the dual Lorenz system for selected parameter values to illustrate its complex dynamics.

Keywords

Chaos

Fractional Derivative

Stability

Lyapunov Exponent

FDLS

Article Information

Journal: Journal of Multi Disciplinary Engineering Technologies

Volume / Issue: 19 / 02

Published: July 2026

ISSN (Print): 0974-1771

ISSN (Online): 2581-9372