Abstract: In this study, we use product rule of fractional functions to obtain the integral form of particular solution of non-homogeneous linear fractional differential equation (FDE) with constant coefficients, regarding Jumarie’s modified Riemann-Liouville (R-L) fractional derivative. On the other hand, several examples are proposed for demonstrating the advantage of our method.
Keywords: Product rule, Integral form, Particular solution, Non-homogeneous linear FDE with constant coefficients, Jumarie’s modified R-L fractional derivative.
Title: Integral Form of Particular Solution of Non-homogeneous Linear Fractional Differential Equation with Constant Coefficients
Author: Chii-Huei Yu
International Journal of Novel Research in Engineering and Science