Optimal convergence rates for solutions of the monopolar non-Newtonian flows
Summary: This paper is concerned with the optimal convergence rates for solutions of the monopolar non-Newtonian flows. By using the energy methods, the perturbed weak solution of perturbed system asymptotically converges to the solution of the original system with the optimal rates \((1 + t)^{- 1 / 4}\).
scientific article; zbMATH DE number 7022985
scientific article