Zainab Dhiaa Redha ALquzweni

The Shehu transform principle properties were showed by Maitama [13]. Atheros in 2019 used Shehu transform to solve differential equations. In this paper, we introduce Shehu transform, which used in solution of ordinary and partial differential equations, moreover, we extended Shehu transform application for solving transport and heat equations that satisfied known or unknown initial conditions.

In 2019, Matiama presented a new integral transformation called Shehu transformation, which used to solve many types of differential equations. In this article, we obtained the derivation and integration of Shehu transformation with its applications

Researcher (Zainab Diaa Ridha Al-Qazwini) from the Department of Mathematics at the College of Education for Girls at the University of Kufa and under the supervision of (Prof. Azra Nehme Kazem) was able to obtain solutions of general formulas for heat and transport equations using the two transformations of Al-Zaky and Shio The researcher tackled the topic of integral transformations, which are considered one of the mathematical methods that are widely used in solutions of differential equations with initial and boundary conditions. The researcher added that she was able to expand the Alzaki transform that appeared in 2010 and the Shehu transform that appeared in 2019, which were used to solve some types of ordinary and partial differential equations with fixed coefficients and obtained solutions of general formulas for partial differential equations, including heat and transport equation, in addition to obtaining the derivation and integration The two transfers mentioned This was stated in the discussion of the tagged master's thesis (Partial Differential Equations Solutions by Integral Transformations) Which took place at Al-Howrah Hall (Peace be upon him) in the College of Education for Girls at the University of Kufa