“…For linear systems, fractional differentiation/integration operators with non-integer exponents can spontaneously overcome the irreversibility problem, and hence they can be employed to describe a wide range of kinetic/transfer phenomena. Therefore, we observe a growing interest in applying fractional calculus in diverse scientific fields of natural and applied sciences [1,2,3,4,5,6,7,8]. Historically, Khalil, Al Horani, Yousef, and Sababheh were the first who introduce conformable fractional derivatives (CFD) [9].…”