Comparison theorems of nonlinear equations.
非线性方程的比较定理。
In this paper, we consider two important nonlinear equations.
本文考虑两个重要的非线性方程。
A set of nonlinear equations of precise synthesis of each linkage are established.
建立了各机构运动综合的非线性方程组。
Firstly, the contact theory and the method of solving nonlinear equations are summarized.
首先，概述有限元接触理论及求解非线性方程的方法。
For the nonlinear equations, a small deformation superposed on large deformation is used.
对于非线性支配方程，采用小变形叠加到大变形上的分析方法。
These methods and results have been successfully applied to various of nonlinear equations.
这些方法和结果已成功的应用于各类非线性方程的求解。
An iteration method on bifurcation solutions of following nonlinear equations is constructed.
本文针对一类非线性方程，构造了一种求其分支解的迭代方法。
Generally speaking, the regular equations obtained using these criteria are nonlinear equations.
一般地说，从这些准则出发得到的正则方程均为非线性方程。
An approximate Gauss Newton based BFGS method for solving symmetric nonlinear equations is presented.
给出一个解非线性对称方程组问题的近似高斯·牛顿基础bfgs方法。
The static characteristic of an automatic gain control system depends on a set of nonlinear equations.
决定自动增益控制系统静态特性的是一组非线性方程。
Under certain conditions, it is proved that optimal control law is the solution of nonlinear equations.
在一些假定条件下，证明了最优控制为一非线性方程组的解。
Substituting the information of attitude into the nonlinear equations the position of airship was obtained.
把姿态信息载入非线性方程组中，从而求得飞艇的位置信息。
This dissertation focused on the nonlinear equations and stability capability of open thin-walled circular arches.
曲梁的非线性方程与薄壁开口截面拱的稳定承载力是本文探讨的两大主题。
The ABS class of algorithms is one of projection algorithms for solving systems of linear and nonlinear equations.
ABS算法是一类求解线性与非线性方程组的投影算法。
This paper deals with the nonlinear equations algorithm for convex nonlinear programming problems with equality constraints.
对等式约束的凸非线性规划问题的非线性方程组算法进行了研究。
Many equations arising in practical application are singular nonlinear equations, such as bifurcation points, inflexion etc.
在实际应用中，很多问题出现的方程都是奇异非线性方程，如分歧点、折点等。
This paper presents an improved solution algorithm for nonlinear equations based on maximum entropy Harmony Search (HS) algorithm.
提出一种基于极大熵和声搜索(HS)的非线性方程组求解算法。
We transfer fuzzy system of nonlinear equations into a nonlinear programming. Then, some methods of nonlinear programming are used.
首先把模糊非线性方程组转变成非线性规划，再用非线性规划中的方法或软件来解。
In this paper we prove some theorems on harmonic solutions of some second-order nonlinear equations under a periodic external force.
本文给出了某些二阶非线性微分方程在周期外力作用下存在调和解的若干定理。
The high capacity of fast solving equations of the computer make it possible to solve nonlinear equations within a certain precision.
因为其借助计算机快速求解方程的优点，使得对非线性方程组在一定精度内的求解成为可能。
In this paper, three classes of coupled nonlinear equations are solved respectively, and we obtain solitary wave solution of systems.
本文分别对三类非线性耦合方程组求解，得到了系统的孤波解。
This paper proposes a iterative formula for solution to real roots of nonlinear equations, proves convergence of the iterative series.
本文给出一个求非线性方程实根的迭代公式，证明了由此产生的迭代叙列的收敛性。
And then an new iterative method is presented to solve the nonlinear equations system obtained from moving least-square approximation.
之后，借鉴牛顿法、平衡法和摄动法对由移动最小二乘法得到的非线性代数方程组提出了新的求解方法。
The cost functions are minimized by alternate minimization scheme. The nonlinear equations are linear by fixed-point iteration scheme.
通过最小化能量方案极小化代价函数，同时通过定点交替迭代策略将非线性方程进行线性化处理，快速恢复图像。
Fixed-Point Iteration method is an important technique to solve nonlinear equations for calculating approximate roots and applied widely.
不动点迭代方法是求解非线性方程近似根的一个重要方法，其应用非常广泛。
Many nonlinear equations, describing either conservative or dissipative systems, show stochastic behaviour in suitable range of parameter values.
许多描述保守或耗散系统的非线性方程，在一定的参数范围内表现出内在的随机性。
This paper introduces a method for calculating the steady turning diameter of inland-water ships by using the nonlinear equations of steering motions.
本文采用非线性操纵运动方程，导出了一种计算内河船稳定回转直径的方法。
Use Chaos and fractal analysis routines, LCMV optimization design array signal processing, Multivariate least squares fitting method of nonlinear equations.
使用混沌与分形分析的例程，LCMV优化设计阵列处理信号，利用最小二乘法进行拟合多元非线性方程。
Convergence reliability, computational cost and applicability of different algorithms were compared by testing several classical equations of nonlinear equations.
选择了几个典型非线性方程组，从收敛可靠性、计算成本和适用性等指标分析对比了不同算法。
The characteristics of nonlinear equations for a deployable truss structure with clearances are analyzed, numerical solution method for such equations is studied.
针对带铰接间隙大型桁架式伸展机构的动力学方程，分析了方程的非线性特性，研究了其数值求解方法。
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