数值解法

Jacobi矩阵特征值反问题的一个数值解法

A Numerical Method for Inverse Eigenvalue Problems for Jacobi Matrices

N-S方程数值解法。

Numerical method of N-S equation .

直三点弯曲试样K1的数值解法

Numerical Method for Determining K_1 of Straight Three - point Bend Specimen

脉冲时滞微分方程的数值解法及其Matlab实现

Numerical Solution and Matlab Simulation of Impulsive Delay Differential Equations

典型数学物理方程的Excel数值解法

Excel numerical solution of the typical mathematical physics equation

N2O直接分解催化剂的研究进展飞行器轨迹优化的直接数值解法综述

Review of catalysts for catalytic decomposition of N_2O Survey of numerical methods for direct aircraft trajectory optimization

Lyapunov矩阵方程的一种数值解法及部分并行处理

A Numerical Solution of Lyapunov Matrix Equation and a Partly Parallel Treatment

带Hilbert核的奇异积分方程的数值解法

On the numerical solution for Singular Integral Equations with Hilbert kernel

三参数Weibull分布参数的极大似然估计数值解法

Advanced Algorithm for Maximum Likelihood Estimation of Three Parameter Weibull Distribution

三维层流分离流动Navier-Stokes方程的数值解法

Numerical solution of the Navier-Stokes equations for three-dimensional laminar separated flows

并用电力系统动态分析方法，即数值解法，编制了通用的Fortran程序；

Dynamic analysis method of power system has been programmed by Fortran .

进行了主轴裂纹形成阶段疲劳寿命的数值解法的研究，编制出寿命估算的ANSYS命令流。

Numerical solution of the life of fatigue crack deforming is undertaken and ANSYS order flow of fatigue life is obtained .

随机微分方程的Runge-Kutta数值解法

Runge-Kutta methods for numerical solutions of stochastic ordinary differential equations

以微分中值定理和Taylor级数为依据得出了常微分方程初值问题数值解法的一个一般公式。

By differential mean value theorems and Taylor series , we deduce a unified formula in this paper .

简化Navier-Stokes方程的数值解法

Simplified Navier-Stokes equations and their numerical solutions

高Re数下N-S方程有限元数值解法研究

A Study of FEM Numerical Solutions to N-S Equations under High Renolds Number

随机代数Riccati方程的数值解法

Numerical Methods for Stochastic Algebraic Riccati Equation

微分方程组的数值解法很多，其中Gear算法最适合控制系统仿真，它稳定性好，是一种变阶变步长的预报校正型的多步方法。

There are many solving methods in solving differential equations , among these , the Gear algorithm is more suitable for control system simulation , for it is more stable .

本文运用数值解法，求解了两类散射问题：（1）在声学近似下，平面P波在半无限介质空间表面上任意形状的三维空腔上的散射；

An improved integral equation method is applied to solve two scattering problems . ( 1 ) Under acoustic approximation , plane P waves are scattered by three-demensions surfaces of arbitrary shape in a half-space .

本文将基于压力泊松方程技术的原参数N－S方程的张力样条数值解法〔1〕推广应用于自然对流问题的数值模拟，提出了自然对流问题的一个新的数值模拟方法。

In this paper , the tension spline numerical method proposed by the author is applied to solve natural convection problem . The primitive-variable N-S equation is solved by the pressure-poisson-equation technique .

第一种Fredholm积分方程的数值解法

The numerical solution of the first-kind Fredholm integral equations

采用原参数形式NS方程直接解法，研究高Re数下NS方程数值解法.波阵技术可节省内存，提高计算效率；

The primitive variable Navier Stokes equations are used to study the numerical solutions to N S equations under high Renolds number .

光学Bloch方程的数值解法

Numerical Methods for Optical Bloch Equations

核函数有弱奇性的第二类Fredholm积分方程的自适应数值解法

A Self-adaptive Solver for Fredholm Integral Equations of the Second Kind with Weakly Singular Kernels

根据试桩实测资料，并充分考虑到场地的变异条件，提出了τs曲线簇的概念、经验公式及相应的PS曲线数值解法。

Based on measured data of test piles and with full consideration of the varying conditions of site , concept and empirical equation of π - S curve family and numerical solution of relevant P-S curve are put forth .

用各向异性有限单元法对Cu三晶体中的三晶交点在弹性阶段应力集中特性进行了计算分析，与数值解法进行了比较，证明了方法是可行的，计算结果是可信的。

By using the finite element method of anisotropy , the characteristics of stress concentration during elastic stage have been analyzed and calculated . The results are compared with the numerical believable .

首先阐述了PDE作为一种分析工具在图像处理领域中的优势，及其特有的数值解法。

Firstly it presents the advantages of PDE in image processing as an analysis tool , and its special numerical solution .

其次，基于降阶思想和二分法，提出一种新的三参数Weibull分布极大似然估计数值解法。

Secondly , based on order reducing and dichotomy , an advanced numerical algorithm is presented for maximum likelihood estimation of three-parameter Weibull distribution .

应用随机微分方程理论建立了输入具有高斯白噪声过程的Nash汇流模型，采用解析解法和数值解法分别求解该随机微分方程。

Nash flow concentration model with Gaussian white noise process is built by stochastic differential equations , and their analytic and numerical solution are given .

一种新的微分方程数值解法及在Poynting效应中的应用

A new numerical method and its application in Poynting effect