同时采用数值解法进行对照研究。
该方法为数值解法，故可用于各种地基模型。
This numerical analysis method is applicable to the various soil model.
提出了软土二元结构随机渗流模型及其数值解法。
The random permeation model and the numerical answer of soft soil two-layer are established.
常用的可转换债券定价的数值解法是有限差分方法。
In the pricing of convertible bonds, finite difference method is often used.
指出了在各种通常的已知条件下方程组的数值解法。
The methods which solve these equations under different conditions are indicated too.
不同类型的常微方程可以采用解析解法或者数值解法。
When solving different ordinary differential equations, we may take the analytical solution or numerical solution.
本文给出了线性化的系统动力学方程的数值解法及算例。
The paper gives the numerical solution of the linearized equations of the system.
该方法既具有解析解法的特点，又具有数值解法的特点。
Such a method is of the properties of both analytical solution and numerical solution methods.
本文主要讨论含参变量的实对称矩阵特征值反问题数值解法。
This paper mainly discusses the formulation and the numerical methods of real symmetrical matrix inverse algebraic eigenvalue.
本文研究航空火箭(简称航箭)弹道的数值解法和散布分析。
Numerical solution and dispersion analysis for airborne rocket trajectory are studied.
本文提出了一种有关网络灵敏度分析的新的灵敏度的数值解法。
This paper presents a new numerical method of analysing the network sensitivity.
本文利用微分方程的数值解法对时间序列建模预测作了新的尝试。
In this paper, the numerical solution of differential equation is employed to establish the forecasting model of the time series.
本文利用微分方程的数值解法对时间序列建模预测作了新的尝试。
In this paper a new method of modeling forecasting is given for the time series by using the numerical solution of differential equation.
简要介绍了网络节点法求解的基本思想和回路风量法的数值解法。
Iintroduce basic calculation idea of ventilation network nodes analysis method and numerical solution on circuit wind flux method.
因此对该类问题的研究提供了新的实用的数值解法和数值分析方法。
Therefore, a new and functional numerical method and quantitative analysis method are provided.
研究用微分方程数值解法——线性多步法替代神经网络的学习算法。
Training neural networks by using the linear multi-step method is studied, which is a classical numerical method for differential dynamics.
这门研究生程度课程是对微分方程数值解法的应用和理论的高级导论。
This graduate-level course is an advanced introduction to applications and theory of numerical methods for solution of differential equations.
本文针对边值问题在非规则区域上的数值解法提出一种新的处理方案。
In this paper, we present a new procedure for solving numerically boundary-value problems on irregular region.
采用增量数值解法分析了轴向冲击下非线性弹性圆柱壳的轴对称响应。
The numerical increment method is offered to analyze the axisymmetric response of nonlinear elastic cylindrical shells under axial impact.
本文通过分析论证，揭示了运动波数值解法的关键技术——人工衰减措施。
Here we reveal theoretically the key point to use numerical solution of kinematic wave-artificial attenuation process.
本文借助程序设计、计算数学、电路的理论知识推导出两个时域数值解法。
In this thesis, two time domain numerical solution approaches have been deduced by the aid of computational mathematics and circuit theory.
有限元法实质上是变分问题的一种数值解法，是物理问题的通用计算方法。
Essentially, the finite element method is a numerical technique for the variational problems, which is a general approach to physical problems.
给出了一个利用方波脉冲函数辨识过水系统输入—输出模型的简易数值解法。
An easy numerical algorithm is derived by means of the identification for input-output model of water-carriage system via a block pulse functions.
同时用曲线拟合的方式，给出了模型中参数的确定方法，以及模型的数值解法。
Parameter of the model and the numerical solution are given using the way of curve fitting.
利用数值解法对一个测试实例进行了计算与实测的对比，结果表明有较好的一致性。
Comparison of an actual test results with the calculation by numeric simulation from the model showed good consistence.
提出了一种基于节块内瞬态中子通量展开的六角形几何时-空动力学方程数值解法。
An efficient nodal method for the numerical solution of space-time kinetics equation in hexagonal-z geometry was proposed.
对于整数阶常微分方程的数值解法，如欧拉法、线性多步法等都已有较完善的理论。
Numerical method of integral order ordinary differential equation, for example, Euler method, linear multiple step method, and so on, has had quite perfect theories.
介绍了重正化群方程的一种有效的数值解法，并与多项式展开的传统解法作了比较。
An effective numerical solution of renormalization group equations is introduced, and compared with the traditional solution of polynomial expansion.
介绍了重正化群方程的一种有效的数值解法，并与多项式展开的传统解法作了比较。
An effective numerical solution of renormalization group equations is introduced, and compared with the traditional solution of polynomial expansion.
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