Integral transform of the Galue type Struve function

TL;DR

This paper derives various integral transforms of the generalized Galue type Struve function, expressing results in terms of generalized Wright functions, with potential applications across sciences, engineering, and technology.

Contribution

It introduces new integral transform formulas for the generalized Galue type Struve function, expanding the mathematical tools available for applied sciences.

Findings

Derived Euler, Laplace, Whittakar, K-, and Fractional Fourier transforms of GTSF.

Expressed transforms in terms of generalized Wright functions.

Included special cases demonstrating the generality of results.

Abstract

This paper refers to the study of generalized Struve type function. Using generalized Galue type Struve function (GTSF) by Nisar et al. [13], we derive various integral transform, including Euler transform, Laplace transform, Whittakar transform, K-transform and Fractional Fourier transform. The results are expressed in terms of generalized Wright function. The transform established here are general in nature and are likely to find useful in applied problem of Sciences, engineering and technology. Certain interesting special cases of the main results are also considered.