接近三次样条插值的结果。
薄板样条插值是应用较多的弹性配准方法。
Elastic registration based on thin plate spline interpolation is deeply studied.
张力样条插值函数在给定区间上分段逼近真值。
Tension spline interpolation function maintains smoothness on a given interval, and it approaches a true function subinterval by subinterval.
给出一种简单的有理分式插值——差分样条插值。
In this paper we give a simple interpolation of rational function-difference spline interpolation.
这是计算方法里面的，样条插值代码，大家可以参考一下。
This is the method of calculating it, and spline interpolation code, you can refer to.
在实际问题中，一般的样条插值函数不满足单调递增性质。
In general, spline interpolation functions don't fit the need of monotony property.
这是样条插值的源代码，是大学课程计算方法中的一个例子。
This is the spline interpolation of source code, university courses calculation method is a case in point.
采用三维样条插值法进行温度补偿，很好的解决了温度漂移。
Temperature shifting is solved through temperature compensation with triple spline interpolation.
分析了在适当的边界条件和约束下三次多结点样条插值的逼近阶；
The approximation order of the interpolation with the appropriate boundary conditions and constraints is analyzed.
采用样条插值函数将均匀介质的边界积分方程离散为代数方程组。
The boundary integral equation in homogeneous media was dispersed into algebraic equations through the use of spline function.
对经过预处理的测试数据进行三次样条插值，得到基本时间序列。
First, the testing data must be interpolated and the basic time series must be built.
本文将利用三次样条插值，介绍如何解决不足教据下的决策问题。
In this paper, we introduce a method to use cubic spline functions to solve problems of making decisions with insufficient data.
虽然样条曲线具有广泛的应用，但对五次样条插值算法的研究却很少。
Although spline curves are applied widely, but the research on the algorithms of quintic spline interpolation is little.
在微机地理制图中，张力样条插值法是一种有效实现光滑曲线的方法。
In the computer geographic mapping, the tension spline interpolation is an effective method to realize the smoothing curve.
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.
对三次样条插值函数进行改进，提出了有限元离散节点的计算格式及软件。
The computational format and the software at finite element node based on the cubic spline interpolation function which has been improved by author have been presented.
探讨三次样条插值函数在化工工艺设计计算中的应用，并提出应注意的问题。
This paper introduces the application of cubic spline interpolating function in chemical process design and calculation, and points out the precautions for application.
经验模态分解方法中，有两种端点效应：在样条插值中以及在希尔伯特变换中。
There are two types of end effects in the empirical mode decomposition method: in the spline interpolation and in the Hilbert transform.
三次样条插值函数边界条件由实际问题对三次样条插值在端点的状态要求给出。
The boundary conditions of cubic spline were given by the practical state at the extreme points of discrete function.
然后分析了多结点样条插值方法的逼近精度、正则性、插值核函数的频域特性。
Then the accuracy of approximation, regularity of many-knot splines interpolation method and frequency property of the interpolation kernel are worked out for comparison.
针对这一问题，本文提出了一种采用自然三次样条插值求解反应动力学参数的方法。
For solving the problem, a kind of the method for solving reactive kinetic parameters is put forward which makes use of natural cubic spline interpolation.
根据混色系统理论、色度学及样条插值方法，提出了一种计算专色油墨配方的方法。
According to color mixing system theory, chromaticity and spline interpolation method, a new interpolation method of calculating special color ink formula is processed in this paper.
最后通过试验发现，该算法对于以三次样条插值的等值线的数据压缩是行之有效的。
Finally it is will be proved by experiment that this algorithm is effectual for the compression of isoline interpolated with cubic parameter spline.
目前采用的方法多是手动选择对应标记点，然后用薄板样条插值方法计算配准变换。
Previous work has concentrated on selecting the corresponding landmarks manually and then using thin plate spline interpolating to gain the elastic transformation.
在常用的方法中，基于区域灰度平均的算法使图像模糊，而基于样条插值的算法计算耗时。
In the common methods, the algorithm based on the average of region gray makes image blur, and the algorithm based on spline interpolation wastes time.
本文用样条插值进行了高度、温度、地面气压等要素场的客观分析试验，取得了良好的结果。
By using the spline interpolation, objective analyses of geopotential, temperature and surface pressure fields are tested and good results obtained.
通过三次样条插值，从定时采样的数据中获得整周期采样的数据，经过实验，证明是可行的。
Through thrice spline interpolation, we get full period sampling data from fix time sampling data. This method is proved feasible by an experiment.
在利用多项式样条插值方法进行动力学系统的轨迹规划时，存在无法处理动力学约束的问题。
When using a polynomial spline to plan the trajectory of a dynamic system, it is very difficult to manage dynamic constraints.
曾对该方案中有关参数进行了大量的试验，指出了在客观分析中采用样条插值一些值得注意的问题。
Many experiments have been done for the relevant parameters used in the analysis. Points for attention when the method is used are discussed in the paper.
曾对该方案中有关参数进行了大量的试验，指出了在客观分析中采用样条插值一些值得注意的问题。
Many experiments have been done for the relevant parameters used in the analysis. Points for attention when the method is used are discussed in the paper.
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