1) ring area
环形域
1.
This paper discuss the solving motheds for Dirichlet problems on the ring area,give its solving process its solution form of Fourier series,this have great significance for understanding the eigen-value problems of Laplace equation on the various boundary conditions,especially on the nature boundary condition and periodic boundary condition.
讨论了Laplace方程在环形域上的Dirichlet问题的求解方法,给出了该问题的求解过程和Fourier级数解的结果,并指出了Poisson积分公式在具体求解中的不适应性,对于理解S-L方程在不同边界条件下,特别是自然边界条件和周期边界条件下的本征值问题具有重要意义。
2) a ring-shaped rectangle
矩形环域
3) annular cavity
环扇形域
1.
The Hamiltonian analytical method for Stokes flow problems in an annular cavity;
Hamilton体系下环扇形域的Stokes流动问题
6) pole ring
环形区域极点
1.
A new method on order reduction for diserete time stochastic system is presented in this paper,viz:order reduction with state covariance and pole ring bounds.
提出离散随机系统模型简化的一种新方法,即环形区域极点/协方差约束下的模型简化方法。
补充资料:环形域
环形域
annular domain
环形域!an.ulard恤公n;KoJ一‘”eoa,o6JaeT‘〕 l)两条没有公共点的闭Jorda劝曲线之间的,个复连通平面区域,其中的爷包围另条 2)关于二次微分的环形域、见次微分的轨道的整体结构(Global strudu:一e of trajectorles)
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参考词条