AN OVERVIEW OF SUMUDU TRANSFORM WITH ORDINARY DIFFERENTIAL EQUATIONS

Abstract

This paper introduces a new integral transform called the Sumudu transformation, which offers unique advantages. Unlike other
transforms, Sumudu allows for the preservation of units, making it highly relevant in engineering applications. This paper defines
the Sumudu transform, explores its properties, and demonstrates its applicability in solving linear ordinary differential equations.
The Sumudu transform's ability to handle non-constant coefficients in equations is highlighted, making it a valuable tool for
engineers and scientists dealing with a wide range of differential equations. Ultimately, Sumudu transformation proves to be a
versatile and powerful technique for solving differential equations in both the time and frequency domains.