The server is under maintenance between 08:00 to 12:00 (GMT+08:00), and please visit later.
We apologize for any inconvenience caused
Login  | Sign Up  |  Oriprobe Inc. Feed
China/Asia On Demand
Journal Articles
Laws/Policies/Regulations
Companies/Products
Bookmark and Share
ding chang de navier-stokes liu de dirichlet ji fen de zeng chang gu ji
Author(s): 
Pages: 591-599
Year: Issue:  4
Journal: Acta Scientiarum Naturalium Universitatis Neimongol

Keyword:  增长估计分部积分方程组定常满足条件粘性系数半无限有界域定理运动学;
Abstract: In this paper, we consider stationary Navier-Stokes flow in Channal Ω={x:x∈R~3, x=(x', z), x'∈s_z, z0}. We gave a estimate for the growth of Dirichlet Integral D(z)=S_(Ω_z)(▽u)~2dx, Ω_z=Ω∩{x:x_3z} as z→∞, Using this estimate, we proved that under certain conditions th problem of 《entry flow》 has only one solution Here Toupin-Knowles method is changed to do the estimate for D(z) from below.
Related Articles
No related articles found