October 9, 2025Open Access

Applications of Differential Equations

Key Points

Differential equations model physical problems effectively, enhancing understanding of complex systems.
Key examples include LCR circuits and free vibrations, emphasizing their practical engineering applications.
Mathematical modeling is essential for solving real-world problems in engineering and applied sciences.
By leveraging differential equations, engineers can develop solutions for dynamic systems in technology.

Abstract

This paper explains the introduction on Differential Equation and it explainsbasic concepts on these. It gives a few examples to illustrate how practical problems are modeled mathematically and how Differential Equations arise in them. It is important for engineers to be able to model physical problems using mathematical equations and then solve these equations. This article attempts the concepts of LCR circuits in electrical circuits, free vibration of mass using Differential Equations.

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Cite This Study

Prabhu Babu (Wed,) studied this question.

synapsesocial.com/papers/68e77f09d1c187e1c108fcbc https://doi.org/https://doi.org/10.36948/ijfmr.svgasca-2025.1116

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