1) K-hyperbolic domain
K-双曲区域
2) Hyperbolic domain
双曲区域
3) domains/ quasihyperbolic metric
区域/拟双曲度量
4) K 5- man defence(zone defence)
k区域联防
5) domain with curved boundaries
曲边区域
1.
The quasi-Wilson nonconforming arbitrary quadrilateral element approximation to the stationary Stokes equations in the domain with curved boundaries is considered for the case of the trial function u not satisfying the condition divu=0.
本文讨论类Wilson元对曲边区域上定常Stokes方程的有限元逼近,在不需要试探函数u满足divu=0的条件下,克服了由区域变动、边界条件转换、曲边边界逼近以及类Wilson元非协调性等带来的困难,得到了H1-模的最优误差估计。
2.
In this paper the linear triangular finite element approximation to the Parabolic Problem in the domain with curved boundaries is studied.
讨论线性三角形单元对曲边区域上半离散格式下抛物问题的有限元误差分析。
3.
In this paper, we consider approximating domain with curved boundaries by use of polygon domain, a useful error transfer method of the nonconforming Carey finite element solution u_h on Ω\Ω_h.
讨论了多角形区域逼近曲边区域时,非协调Carey元的有限元解uh在Ω\Ωh上误差转换的一种非常实用的处理方法,进一步拓宽了Carey元的应用范围。
6) crimp region
卷曲区域
补充资料：后曲
后曲
后曲 经穴别名。出《外台秘要》。即瞳子髎。见该条。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条