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• Its result is close to the cubic spline interpolation.

接近次样条插值的结果

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• A rational cubic spline curve to describe highway alignment is introduced.

提出一种有理三次样条曲线描述公路线形。

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• The processing of cubic spline function of extreme point with infinite derivate;

提出了结合图像边缘处理双三次样条函数插值算法。

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• The one-dimensional cubic spline function was generalized to multi-dimensional problem.

本文一维三次样条函数推广多维问题。

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• The method of using cubic spline function as fan characteristic curve fitting is introduced.

介绍了三次样条函数通风机性能曲线方法

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• Original spline collocation methods collocate at the nodes by cubic spline functions, but the precision isn't good.

最初样配置是利用三次样函数自然节点上进行配置精度不够

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• The boundary conditions of cubic spline were given by the practical state at the extreme points of discrete function.

条插值函数边界条件实际问题三次样条插值端点状态要求给出

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• Several commonly adopted end value conditions for cubic spline do not meet the requirements of curve fairing completely.

常用曲线几种条件如简支端、抛物端已不能完全满足曲线光要求

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• This paper describes the method that the irregular curve is fitted with accumulated chord length parametric cubic spline.

累加参数三次样条不规则曲线，使拟合后曲线光滑圆顺。

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• The result shows that the trajectory prediction based on the cubic spline has high accuracy and practical engineering value.

试验结果表明基于次样条的航迹预测方法具有很高精度较强的工程实用价值。

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• The purpose of this study is to verify the effectiveness of Cubic Spline Function in sports biomechanical cine-data smoothing.

研究目的验证三次样条函数对平滑生物力学影片数据的效果

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• A cubic spline interpolation between inductances at low and high frequency gives a good result over the entire frequency range.

对上述离散频率电感值利用三次样条函数插值，得到整个频率范围内电感的变化曲线。

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• In this paper, we introduce a method to use cubic spline functions to solve problems of making decisions with insufficient data.

本文利用样条插值介绍如何解决不足教据下决策问题

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• The numerical example showed that SSPI method had higher accuracy and better practicability than the method of cubic spline collocation.

根据微型零件中圆孔成像特点，为了实现其高精度定位，提出基于双三条插值的圆孔定位方法

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• By turn left algorithm polygons of stratum are generated and the topology is built. The lines are smoothed by cubic spline interpolation.

利用基于方位角左转算法实现地层面的生成拓扑关系建立，利用三次样条插值函数完成地层线光滑

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• The use of cubic spline interpolation function method can only solve the processing problem of nomographs consisting of one family curves.

指出三次样条插值函数只能解决一组曲线组成图表处理问题

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• So it adopt cubic spline function to structure die cavity outline in this article, the model points may be surveyed on die cavity surface.

因此这里采用三次样条函数拟合曲线构造模具型腔廓线值点已有模具型腔测得。

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• GA is used to obtain coefficients of cubic spline function fitting to avoid the inverse of the matrix and some work is made with an example.

文中将GA用于三次样条函数拟合系数求解，避开矩阵的繁琐问题，结合具体例子作了一些探索。

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• Cavitation curve drawing method of the traditional hand-drawn method, polynomial fitting, non-linear fitting, cubic spline interpolation method.

汽蚀曲线绘制方法传统有手工绘多项式合法、非线性拟合法、三次样条插值法等。

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• 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.

针对这一问题，本文提出采用自然三次样条插值求解反应动力学参数方法

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• Basic equation of photoelastic stress analysis by Chen (1962) is adopted; and a cubic spline function suitable for processing of photoelastic data is derived.

文中采用陈至达(1962年)光测应力分析基本方程导出适合于光弹性数据处理三次样条函数

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• Connecting with example, the results of these arithmetic are compared, and the cubic spline interpolation is confirmed as a effective method to rectifying map.

结合实例，对上述几种方法进行比较计算证实用三次样条插值进行地图纠正的这种方法是可行的。

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• Finite element analysis data of the end component of PMLSM was interpolated using cubic spline function at incompletely coupled zone of the secondary and primary.

初、次级不完全耦合区域采用函数永磁直线同步电动机磁阻力部分量的有限元数据进行插值。

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• The parameters including knot Numbers, knot positions and the weights associated with the systematic errors in the cubic spline curve fitting method were discussed.

描述确定次样条曲线拟合参数的方法。参数包括节点、节点位置系统误差相联系权重

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• After give out the coordinates of cam profile, the paper uses cubic spline interpolation to approximate the cam profile, which make theoryly result more practicable.

给出凸轮线坐标后，采用三次样条函数对凸轮廓线进行逼近使得理论分析结果更具实用价值。

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• This paper introduces the application of cubic spline interpolating function in chemical process design and calculation, and points out the precautions for application.

探讨样条插值函数化工工艺设计计算中的应用提出注意问题。

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• 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.

三次样条插值函数进行改进，提出了有限元离散节点计算格式软件

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• A reconstruction algorithm by cubic spline function interpolation, which is used to recover a signal from its dyadic wavelet transform extrema is proposed in this paper.

本文提出了样条插值重构算法实现由信号二进小波变换极值点重构原始信号

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• It is shown that cubic spline method is effective for restraining numerical dispersion in numerical simulation of hydrodynamic dispersion equations with radioactive decay.

结果表明三次样条方法带有放射性衰变水动力弥散方程数值计算抑制数值耗散一种有效的方法。

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• It is shown that cubic spline method is effective for restraining numerical dispersion in numerical simulation of hydrodynamic dispersion equations with radioactive decay.

结果表明三次样条方法带有放射性衰变水动力弥散方程数值计算抑制数值耗散一种有效的方法。

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