Some results and applications on conformable fractional Kamal transform

Abstract

In this paper, we derive conformable fractional Kamal transform from the classical Kamal transform and we present their properties. We discuss the conformable fractional kamal transform of some functions and relationship with conformable fractional Laplace transform. Moreover we solve the general analytical solution of a general conformable Bernoulli’s fractional differential equation by this new transform and Adomain polynomial method. Also we use this method to find the solution of linear and nonlinear conformable fractional differential equations.