Green formula

Applications of Green formula in the tunnel groundwater control problem

格林公式在基坑地下水控制问题中的应用

Using Green Formula to Caculate a Geometrical Quality of a Cross-Section

应用格林公式计算截面几何性质

A New Proof And Application of Green Formula

格林公式的新证法及应用

Generalized abstract green formula and its application

广义抽象Green公式及其应用

The Application of Green Formula in a Region with Finite Isolated Singula Points

格林公式在有有限多个孤立奇点区域上的运用

How to Apply Green Formula

巧用格林公式

The proof utilizes only the Green formula .

证明仅用到green公式。

Analysis of Plate Bending Problems with Direct Singular Method and Green Formula Method for Analysing Points Outside Domain Boundary Element

域外奇点法及格林公式法解板弯曲问题

In order to prove the theorems above , the Green formula in form of convolution is given .

为进行上述证明工作，提出了含卷积运算的格林公式。

This paper further probes into the conditions of Green Formula , Gauss formula , and Stoces formula in mathematical analysis .

对数学分析中的格林公式、高斯公式、斯托克斯公式的条件做了进一步的探讨。

In this paper we unify the Green formula and the Gauss formula , and obtain the higher-dimensional Gauss formula .

在统一格林公式与高斯公式的基础上给出了高维高斯公式。

For a better understanding of Green Formula , this paper has analyzed the internal connotation and connected it with calculus basic formula and provided two notes .

通过挖掘格林公式的内在涵义，将其和微积分基本公式牛顿&莱布尼兹联系了起来，给出两点注记。

Applying the results in [ 1 ] , this paper obtains a new proof of Green Formula , and offers a general method in calculating double integrals .

利用文[1]的结论，给出了格林公式的一种新的证明方法，并结合此证法探讨了用曲线积分计算二重积分的一般方法。

Green formula , Stokes formula and Gauss formula , which connect different integral forms together , are three important formulas in calculus and have many applications in many research fields .

Green公式、Stokes公式与Gauss公式是微积分中的三个重要公式，它们将不同的积分联系起来，在许多研究领域有非常重要的应用。

By using the green formula and the character of harmonic function , the integral expression of ternary harmonic function in the spatial region Ω, outside and on the boundary were studied .

利用Green公式及调和函数的性质，系统地研究三元调和函数在空间区域Ω内、外及边界上的积分表达式；

It is easier to master Newton-Leibniz formula , green formula , Gauss formula and Stokesformula through one formula by using exterior product and exterior differential .

利用外积、外微分将牛顿·莱布尼兹公式、格林公式、奥·高公式和斯托克斯公式可用一个公式表示，便于掌握。

In the last chapter , oscillations of a system of hyperbolic equations are deduced from the corresponding properties of an ordinary differential inequalities by using eigen function and Green formula , etc.

第五章研究了一类脉冲时滞双曲方程组，利用符号函数，特征函数，Green公式等有力工具将其解振动与否转化到讨论一类脉冲微分不等式是否有最终正负解来研究。

To describe the particle boundary , the crack code is used in terms of the relation to the boundary in this paper . Based on Green formula , an algorithm of the set area is proposed in this paper .

根据数字图像的链码与图像区域边界的关系，采用4链码描述图像边界，提出了一种基于Green公式的边界积分算法。

This paper discusses the solution of problems involving 2D transonic flow by the method of boundary elements . The continuity equation in the compressible flow is translated into an integral equation by the vector Green formula .

用矢量格林公式将可压缩流连续方程变换成含边界积分的积分方程，用边界元方法离散边界积分方程，求解二维跨音速流。

Two useful conclusions are obtained from the definitions the curved line integration and the curved surface integration and Green formula and Gauss formula which are used in the calculations of the curved line integration and the curved surface integration .

由线面积分的定义及线面积分计算中用到的Green公式和Gauss公式得出了线面积分计算中的两个有用结论。

In this paper , the forced oscillation of a class of nonlinear parabolic function differential equation is investigated . By use of the average value way and Green formula , oscillation theorems for such equation satisfying two kinds of boundary value conditions is obtained .

考虑一类非线性抛物泛函微分方程的强迫振动性，利用平均值法和格林公式，在两类边值条件下得到这类方程的振动性定理。

The fundamental solution of Helmholz equation and Green formula were used to obtain the direct boundary integral equation . And then , the direct boundary integral equation of convection-diffusion was obtained by using inverse transformation , which is a discrete by using constant elements .

然后，通过逆变换推导出对流扩散方程的直接边界积分方程和解的积分表达式，并采用常单元来离散边界积分方程，完成对流扩散方程的求解。

An Approach on Some Problems of Green 's Formula

关于Green公式若干问题的探讨

An explicit derivation of non-equilibrium Green function formula from scattering wave function approach

从散射波函数方法中导出的非平衡格林函数公式

From Fundamental Theorem of Calculus to Green 's Formula

从微积分基本定理到格林公式

The Formal Adjoint in Generalized Green 's Formula

广义Green公式中的形式伴随

Green 's Formula , Gauss 's Formula and Stokes 's Formula of Nonsmooth Functions

非光滑函数的格林公式、高斯公式和斯托克斯公式

Green 's Formula of Nonsmooth Functions

非光滑函数的格林公式

Emphasis is put on the application of green 's formula in solving the continuity equation for two dimensional MOSFET ′ S simulation .

本文着重阐述格林公式在求解二维电流连续性方程中的应用。

In this paper , Green 's formula is extended to nonsmooth functions . A necessary and sufficient condition about Green 's formula is gained .

把格林公式推广到非光滑函数，得到了格林公式成立的充分必要条件。