A study of fractional electrical engineering problems via the Shehu transform

This paper investigates fractional differential equations using integral transforms, with a particular focus on various generalized fractional derivatives (FDs) in the analysis of (Formula presented.) circuit systems. It introduces a generalized transform based on the Shehu transform (Sh.T) to derive analytical solutions for these electrical circuits. Compared to classical differential equations, the proposed method provides a more accurate representation of electrical circuit behaviour.