Applications of Dynamical Systems in Engineering

TL;DR

This paper explores the diverse applications of dynamical systems, chaos, and fractals across various engineering fields, emphasizing their potential in modeling and simulation of nonlinear processes.

Contribution

It broadens the scope of dynamical systems applications in engineering, integrating chaos and fractals with practical simulation methods.

Findings

Dynamical systems effectively model nonlinear engineering processes.

Chaos and fractals have diverse applications in electrical and computer engineering.

Computer simulations demonstrate practical use of dynamical systems concepts.

Abstract

This paper presents the current possible applications of Dynamical Systems in Engineering. The applications of chaos, fractals have proven to be an exciting and fruitful endeavor. These applications are highly diverse ranging over such fields as Electrical, Electronics and Computer Engineering. Dynamical Systems theory describes general patterns found in the solution of systems of nonlinear equations. The theory focuses upon those equations representing the change of processes in time. This paper offers the issue of applying dynamical systems methods to a wider circle of Engineering problems. There are three components to our approach: ongoing and possible applications of Fractals, Chaos Theory and Dynamical Systems. Some basic and useful computer simulation of Dynamical System related problems have been shown also.