In this study, a numerical technique is applied to investigate solutions of linear variable
order differential equations(VODEs) in fluid mechanics. We investigate variable order(VO) in the
Caputo sense. Our aim is to apply Bernstein polynomials(Bps) as the basis functions and operational
matrices. We calculate two types of operational matrices of Bps. Using these operational
matrices the main equation can be transformed into a system of algebraic equations, which must
then be solved to get approximate solutions. Some examples are provided to indicate the accuracy
of the presented method.
پیوند مجله / همایش