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algebraic equation相关的网络例句

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与 algebraic equation 相关的网络例句 [注:此内容来源于网络,仅供参考]

The main idea behind these methods is to take advantage of the known state variables and the theorem of addition for linear system without building up a new Jacobian matrix again. But the equivalent computation of algebraic equation must be performed to get state variables corrections. Accordingly, the speed required to model the contingencies is not fast enough to meet the demand of fast contingency analysis under emergency condition, which is proved by several well-known blackouts caused by flow transferring.

但是,这些算法中的大多数是在实时潮流计算的基础上,利用其中间结果和线性系统的叠加原理,直接求解出事故后的状态变量,都需要通过网络方程求解整个网络状态变量的增量,计算量较大,难于满足紧急状态下快速安全性评估的实时性要求,国内外一系列因静态潮流问题引起的大停电事故就是例证。

Governing equation discrete, solving of the conjugated algebraic equation set and SIMPLE method are also discussed in this paper.

同时对方程离散、方程组的耦联求解及SIMPLE算法等数值计算以及湍流及其模型等问题进行了论述。

This equation can be deduced to an algebraic equation. Then, the boundary of water surface is fixed boundary condition.

在此基础上,并考虑了热对流和风吹掺混对水温分布的影响,利用FORTRAN语言编制了预测水库水温的微机程序。

The traditional method is to transfer the differential equation into the algebraic equation via orthogonal function. This paper adopts the advantage of Slant function including:(1) The characteristic that Slant operational matrix of integration changes fast can simplify the question.

传统的特性技巧是透过正交函将微分方程式转换为一个代方程式,本文采用其优点有:(1)用Slant 积分运算矩阵快速转换的特性可以简化问题。

The hybrid model is a combination of non-linear algebraic equation group and differential or difference equation group, and possesses the ability to integrate equations in inhomogeneous expression form.

本课题抓住这一前沿研究,从经验知识与经验数据的综合利用入手,对软测量模型的结构、模型构建方法以及软测量系统的关键技术进行深入研究。

A continuous equation, three momentum equations are set up for each phase, and the algebraic equation with sum of volume rate amount to one is set up in this model.

该模型针对每一相都建立了一个连续性方程、三个动量方程,并建立了一个体积率和等于1的代数方程。

The integral equation for determining the unknown forces about the problem can be transformed into algebraic equation and solved numerically.

并推导了SH波对夹杂与裂纹散射的定解积分方程组,进而求得裂纹尖端的动应力因子。

First, the physical models associated with dislocations and cracks are respectively converted to mixed boundary value problems in mathematics. Secondly, by using the Fourier transform, a dual integral equation for a crack and an algebraic equation for a dislocation can be derived from the boundary conditions relating with a crack and a dislocation, respectively. Solving these equations, exact analytical solutions can be obtained in terms of Bessel functions in close-form.

先把位错和裂纹的物理模型写成与它们相关的边值问题,然后,利用Fourier变换将这些边值问题化成一个对偶积分方程(对位错而言,得到一个代数方程),求解此对偶积分方程,可以获得以Bessel函数给出的封闭形式的分析解。

This data visualization system in this thesis has an extensive function, including calculus operation, solving the algebraic equation and differential equation, the operation of series and the transform of integral and so on.

本设计开发的数据可视化系统具有强大的运算功能,包括微积分运算、代数方程与微分方程的求解、级数运算、积分变换等。

Then, according to differential equation of pile displacement and algebraic equation of neutral plane, the depth ratio of neutral planeλis solved by semi-analytical method. In the calculation example, the influence of pile compressive modulus, pile length and compressive modulus of subsoil beneath pile-bottom on the parameterλis analyzed. Moreover, the range ofλis also calculated.

然后,根据桩体位移微分方程和中性面代数方程,应用半解析的方法求解了中性面深度比λ,由算例分析了桩体压缩模量、桩长和桩端土压缩模量三个影响因素的变化对中性面深度比λ的影响,及刚性桩复合地基中性面深度比λ的取值范围。

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