One Time Periodic Solutions of Navier-Stokes Equations using Asymptotic Stability and Bifurcations

Abstract

This article demonstrated an asymptotic dependability basis for the arrangements of Primitive conditions defined on a three-dimensional finite barrel-shaped space with time-subordinate compelling terms. Under a reasonable littleness presumption on the nontrivial driving terms, we get the presence of the time occasional answer for the Primitive conditions. Also, this time-occasional arrangement is asymptotically steady in L2 sense