Trend Surface Interpolation 趋势面插值
multi-surface interpolation 多面函数
curved surface interpolation 曲面拟合
motion curved surface interpolation 移动曲面拟合
Scattered Data Surface Interpolation 散乱数据曲面插值
dualistic cubic surface interpolation 双三次曲面插值
polynomial curved surface interpolation 多项式曲面拟合
surface interpolation form scattered data 散乱数据曲面插值
surface interpolation from scattered data 散乱数据曲面插值
multidimensional function curved surface interpolation 多面函数拟合
Optimization techniques are being applied to solve the problems of surface interpolation, approximation, smooth joining and fairing, aiming at corresponding goal functions.
只要选用相应的目标函数，曲面插值、逼近、拼接和光顺都可以使用优化技术统一处理。
参考来源 - 优化技术在B样条曲面拼接中的应用The curve surface interpolation module, which is the core of the whole numerical control system software. The choice of interpolation arithmetic directly affects the machining speed and the accuracy of CNC system.
曲线曲面插补模块是整个数控系统控制软件的核心部分,插补算法的选择将直接影响到数控系统的加工精度和速度,是目前数控技术急需提高和完善的环节之一。
参考来源 - 复杂曲线曲面CNC插补技术的研究及其自动编程系统的开发This paper also researches a surface interpolation method which has fewer computation amount and better effects among the surface interpolation methods.
论文还研究了一种局部的二次曲面插值方法,此方法在曲面插值方法中具有计算简单、效果好的优点。
参考来源 - 高速三维成像激光雷达的数据处理与可视化研究We have done a lot of experiments on the dimensional object surface interpolation,and concluded a serials of methods that have practical sense. The paper also makes primary research on the problem from the point of view in Computer Graphics.
论文在DXF文件的基础上，对三维物体表面三角网格化以后表面插值的问题作了大量有针对性的实验，并得出了一套具备实际意义的处理方法；同时，本文从计算机图形学的角度，对这一问题作了初步的研究与探讨，得出的方法更加具有普遍意义。
参考来源 - 激光玻璃内雕刻机计算机应用系统的设计与研究·2,447,543篇论文数据，部分数据来源于NoteExpress
Surface interpolation of cross-sectional images is one of the techniques of crucial importance in 3-D reconstruction.
断层图象序列的层间插值是三维重建的关键技术之一。
Optimization techniques are being applied to solve the problems of surface interpolation, approximation, smooth joining and fairing, aiming at corresponding goal functions.
只要选用相应的目标函数，曲面插值、逼近、拼接和光顺都可以使用优化技术统一处理。
The results show that parabolic interpolation is much better than Gauss surface interpolation and gradient interpolation in calculating speed, accuracy and error fluctuation.
结果表明，抛物面插值法计算速度较快，精度较高，并且误差波动较小。
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