查询词典 Poisson

Eignevalue of poisson equation can be expanded using bilinear element .

研究对Poisson方程的特征值采用双线性元进行展开。

Phase unwrapping method based on the solution of discrete poisson equation.

用于相位展开的调制度罗伯特梯度幅值方差质量图。

By contrast with the simplified hydrodynamicmodel for semiconductors, there is a lack of coupled Poisson equation for electric poten-tial.

与半导体中的简化流体动力学模型相比，方程组少了关于静电势耦合的Poisson方程。

There exist some disadvantages in several common methods for solving the Poisson equation of PN junction, and so a new ameliorative arithmetic was presented.

摘 要：针对在PN结泊松方程求解过程中几种常用方法存在的不足，提出一种改进算法。

The model consists of the conservation laws for the electron density and the current density coupled to the Poisson equation for the electrostatic potential.

该模型由电子密度和电流密度的守恒律方程组相合上关于静电位势的Poisson方程而组成。

Finally, the rational macro-element method was programmed to solve Poisson equation and verifies the validity of this mefhod.

作有理宏单元法解泊松方程边值问题的算例，验证了本文方法的有效性。

In this paper, we expand eigenvalue of Poisson equation using bilinear element ,By the formulation of the error expanition,we can conclude that it is a upper bound.

本论文对Poisson方程的特征值采用双线性元进行展开，得到了误差展开式，通过误差展开式，我们能得到特征值是上界。

Governing equations are used to adopt primitive variables and the formulation of Poisson equation for pressure.

控制方程为原始变量、压力Poisson方程提法。

In this paper,we introduce a novel blending approach for both 2D and 3D curves with the discrete Poisson equation defined on piecewise linear curves as the theoretical foundation.

以定义在分段线性曲线上的离散Poisson方程为理论基础，提出了一种同时适用于平面和空间曲线形状渐变的方法。

This is known as Poisson's ratio.

这即是泊松比。

Tom: You are right, he worked hard all the time.

你是对的。他一直都是努力工作。

Take shortcomings,failures,and mockings of others as commonplace and a drive to complete oneself,hold your own opinion over the evalution and disscution divested from others,afterwards sink into the state of eliminate mistakes if any or encourge oneself being not being influenced by the sayinngs of others or having no ideas to do.

把缺点、失败及别人的耻笑等看成是一种常事，当成完善自己的动力，对别人的评价和议论自己心中有主见，做到&有则改之，无则加勉&，不为人言所左右或无所适从。