On fractional kinetic equations and their Sumudu transform multiparameter Struve functions based solutions

TL;DR

This paper develops solutions for fractional kinetic equations using the Sumudu transform and four-parameter Struve functions, introducing new theorems with potential applications in physics and engineering.

Contribution

It presents novel solutions and theorems for fractional kinetic equations employing Sumudu transform and multiparameter Struve functions, expanding analytical methods in the field.

Findings

Exact solutions expressed in terms of four-parameter Struve functions

Introduction of new kinetic theorems based on Sumudu properties

Potential applications in physics and engineering fields

Abstract

This research paper treats fractional kinetic equations using the Sumudu transform operator. The exact solutions obtained are presented in terms of Struve functions of four parameters. By way of obtaining solutions some novel and useful and novel kinetic theorems are presented in light of the Sumudu properties. Results obtained in this study may be pragmatically used in many branches theoretical and experimental science applications, not the least of which are mathematical physics, and various engineering fields.