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numerical method相关的网络例句

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

The mathematical model is dispersed by finite-volume method and the dispersed equations are solved by SIMPLER algorithm. This is the first time to solve a problem of drilling fluid mechanics with the numerical method of Newtonian fluid mechanics.

5首次将牛顿流体力学经常采用的数值方法用于钻井流体力学的研究中:用有限体积法离散钻井液流动和传热的数学模型,用Simpler算法求解该数学模型的离散化方程。

The error growth of numerical method grows linearly with the stage of iterated matrix. A sufficient condition of bounded stability for linear θ-method is proved.

证明了数值方法的计算误差是随着迭代矩阵的级数线性增长的,又进一步给出了线性θ-方法有界稳定的一个充分条件。

It is very worthwhile to research LBGK method which is a new numerical method.

作为一种新的计算方法,对它的研究是非常有意义的。

Proceeding by Bubnov-Galerkin method in combination with numerical method based on the quadrature formula the problem was reduced to a solution of a system of nonlinear integro-differential equations with singular kernel of relaxation.

根据Bubnov-Galerkin法,结合基于求积公式的数值方法,将问题简化为求解具有松弛奇异核的非线性积分-微分方程的问题。

In order to show the feasibility of this method, the calculating results are compared between by Voltrra series and by numerical method, and the two methods have a good coincidence. In the end of this chapter, each order transform function is calculated by using Voltrra series to analyze the feature of frequency domain.

对滞回系统的周期运动及混沌性态的研究还未见有过报道,本文对滞回系统在特定条件下的周期运动和混沌性态作了探索性的研究。

The given estimated values of variables in Newton method is a crucial problem for the final solutions, the solutions of the first order approximation of the Fourier series to land surface temperature were used to the input initial given values of the Newton numerical method.

在牛顿迭代解法中,很关键也很困难的一个问题是初始值的给定,本模型中牛顿迭代的初始值是傅立叶级数对地表温度一次逼近得到的结果。

In this paper, The numerical method is adopted to calculate the motions in time domain based on the simple Green function and perturbation expansion method put forward by Isaacson and Cheung.

本文应用简单格林函数和摄动展开的理论方法在时域内对锚泊系统进行了数值模拟。

First, based on the analysis of the grid Reynold number, the necessity for adopting high order scheme is emphasized when there is the complex flows with strong separation and high parameters gradient regions. Then, according to the entropy increased condition, the third order ENN scheme is constructed. Meanwhile, a fast, effective, and simple implicit numerical method called hybrid flux splitting method is developed. After that, the one dimensional model problem with many extrema and Burgers equation are simulated. Through the comparisons with exact solutions, the accuracy and effectiveness of the ENN scheme are confirmed.

首先通过对网格雷诺数的分析,论证了在求解含分离及较大参数梯度的流动时,采用高阶格式的必要性,然后从熵增原理出发,提出了建立三阶ENN格式的准则,同时发展并建立了一种快速、有效的简单隐式算法"混合通量分裂法",通过对一维模型问题及Burgers方程的数值试验,检验了三阶格式的计算精度。

At the same time, the article discuss the length of stride to the numerical method changing influence and the difference of the coefficient different same step Runge—kutta method.

讨论了步长的变化对数值方法的影响和系数不同的同阶龙格———库塔方法的差别。

The existence condition of first and second boundary variation was given with boundary variation method. The numerical method was obtained.

应用测度理论,将经典的变分问题,利用线性分析的方法转化为在几个Randon测度空间中寻找最优测度的有限维线性优化问题;从而得到最优控制律。

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