Asymptotic behavior for the one‐dimensional pth power Newtonian fluid in unbounded domains
Ling Wan, Tao Wang · Mathematical Methods in the Applied Sciences · 2015
We consider the initial and initial‐boundary value problems for a one‐dimensional pth power Newtonian fluid in unbounded domains with general large initial data. We show that the specific volume and the temperature are bounded from below and above uniformly in time and space and that the global solution is asymptotically stable as the time tends to infinity. Copyright © 2015 John Wiley & Sons, Ltd.