Numerical approach to solve Navier Stokes equations in Neutrosophic Environment

Abstract

In this study, a detailed analysis of Navier Stokes equations under uncertainty with no slip conditions by employing neutrosophic numbers is carried out. By employing appropriate similarity transformation, the governing PDE's are transformed into ODE's. By using BVP4C approach, these ODE's are transmuted into neutrosophic differential equations (NDE) by employing  approach. The results are presented graphically to analyze the effectiveness of the above method.