并用相关函数法编制了一套海浪谱分析程序。
A wave spectrum analyzing program is also compiled with correlative function method.
利用正交函数法研究了光子晶体光纤的模场特性。
The field characteristics of PCF are analyzed using the orthogonal function method.
并利用离散李亚普诺夫函数法导出系统稳定的条件。
The stability conditions are derived using a discrete Lya-punov function.
填充函数法是一种解无约束全局极小化问题的方法。
The filled function method is an approach for solving unconstrained global minimization problem.
建立了可用于现代火控计算机的火控弹道权函数法模型。
Presents a weighted function model for the flight traJectory of projectiles, oriented for applications with computers in modern fire control systems.
利用特征函数法对矩形浮箱式防浪堤的消浪性能进行分析。
Wave attenuation properties of rectangular pontoon breakwater were analyzed with eigen - function expansion.
研究了具有参数优化的核函数法及其在聚类问题中的应用。
It studies kernel function method with parameters optimized and its application in pattern clustering.
用优化方法解决离散变量的工程问题，可采用惩罚函数法。
The optimal method-penalty technique can be used to solve discrete variable project problems.
我们利用边界层函数法给出了解的存在性与解的一致有效估计。
By using the boundary Layer function method, the existence and uniformly valid estimation of the solution are given.
本文建立确定非线性动力系统的周期的新方法——后继函数法。
Successive function method is presented to determine the period of stable non linear dynamic system.
估计结果表明，样条函数法是非线性参数估计的重要方法之一。
The estimation result show that spline function method is one of important methods for nonlinear parameter estimation.
利用外点惩罚函数法对回归方程进行优化，得出最佳的结构参数。
The regression equations were optimized through exterior penalty function method. So the best structure parameters were obtained.
第一章为绪论，简单描述了熵正则化方法与罚函数法的研究现状；
The first chapter is the introduction for the entropy regularization method and penalty function method.
采用影响函数法推导了薄板轧制时变形区内轧辊弹性压扁的计算式。
A calculation method of the flattening in sheet rolling deformation zone, using influence function, was derived.
利用影响函数法，开发了适用于冷轧薄带与平整轧制过程的数学模型。
A mathematical model for thin strip cold and temper rolling process has been developed using influence function method.
本文利用描述函数法，重点分析了条件反馈校正对自持振荡的抑制作用。
Using the describing function method, this paper gives emphasis to analyse the conditional feedback correction effect on restrain self-sustaining oscillation.
指出用三次样条插值函数法只能解决由一组曲线族组成的图表处理问题。
The use of cubic spline interpolation function method can only solve the processing problem of nomographs consisting of one family curves.
提出求解含平衡约束数学规划问题(简记为MPEC问题)的熵函数法。
An entropy function method for solving mathematical programs with equilibrium constraints (MPEC) is proposed in this paper.
第一个是关于如何通过极限环分析建立描述函数法与相平面法之间联系；
The first one is about how to build the connection between describing function method and phase plane method through limit cycle analysis.
在频域内采用相关函数法进行了谱分析，得到波面谱与波力谱的相关关系。
The wave spectra and wave force spectra are obtained by the spectral analysis for the measured time series.
本文对利用经验格林函数法合成断层附近的强地面运动等问题做了初步研究。
In this paper, some studies are made for synthesizing strong ground motions near fault by using empirical Greens function.
采用复变函数法和多极坐标方法，研究了弯曲波对含有多圆孔薄板的散射问题。
Scattering of flexural waves by multiple cutouts and dynamic stress concentration in the thin plates were investigated in terms of the complex variable function method and multi-polar coordinates.
特别要指出的是，该算法改进了罚函数法，并在一定程度上比罚函数法更精确。
I particularly points out that this descending dimension Lagrange multiplier algorithm improves penalty function algorithm and advance accuracy to a certain degree.
罚函数法(SUMT)是处理约束优化问题时最常用、也是较为成功的一种方法。
Sequential Unconstrained Minimization Techniques (SUMT) are most common and comparatively successful method in constrained optimization.
罚函数法将约束条件加到目标函数上，变有约束为无约束，能较易求解该类问题。
But penalty function method can solve this problem easily by adding restrictions to target function, which becomes restrictions to nonrestrictions.
另外，本文还对荷载传递函数法和弹性理论法在壁板桩中的应用进行了初步对比。
In addition, some comparisons can be made between load transfer method and elastic theory method in this paper.
提出了一类解极小极大问题的熵函数法，这种方法也可用来解线性或约束优化问题。
A method for solving minimax problem is presented, which also can be used to solve linear or constrained optimization problems.
提出了一类解极小极大问题的熵函数法，这种方法也可用来解线性或约束优化问题。
A method for solving minimax problem is presented, which also can be used to solve linear or constrained optimization problems.
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