给出了相应的基本公式和插补算法。
The corresponding some basic formulas and the interpolation arithmetic are given in this paper.
本文介绍了推算插补运算半径方法。
This paper demonstrates how to compute interpolation radius.
逐点比较插补算法是轮廓插补的算法之一。
Point-by-point comparing interpolation is one of the contour interpolation algorithms.
直线和圆弧插补往往很难连接到控制单元。
Linear and circular interpolation are often hard-wired into the control unit.
并将该插补器集成在多轴联动数控系统中。
The interpolator is integrated into a CNC system with multiple axis control simultaneously.
插补功能是CNC加工中心中的重要功能之一。
Interpolation is one of the most important functions in CNC machining center.
深入研究了刀具轨迹自动生成技术及样条插补技术。
The generation and Spine Interpolation technologies of Tool Path are researched deeply.
分析了传统算法及改进算法的插补速度及插补精度。
The precision and speed on interpolation in the conventional and improved Algorithm are analysed.
沿这些曲线逐条进行插补，就可实现对整个曲面的插补。
Interpolating along these curves, the interpolation on the whole surface will be fulfilled.
可使插补速度相对提高，易改善插补指令脉冲的均匀性。
This new method features relatively high interpolating speed, and easily improving the homogeneity of interpolating instruction impulses.
在运动控制系统中，插补计算与跟踪控制算法是强实时任务。
In motion control system, interpolation calculation and tracking control are hard real-time tasks.
数控加工中，平面曲线的圆弧插补前，先要在曲线上取节点。
In NC machining, the points must be obtained from plane curve before it is interpolated by arc.
直线插补采用梯形曲线模式，圆弧插补采用李沙育图形原理。
The line interpolation adopts trapezium mode, and the arc interpolation adopts the principle of Lissajous Pattern.
本文阐述了数控最佳插补运算方法——最近距离法的插补原理。
This paper Discusses the optimal interpolation and the deviation analysis the numerical control process.
在开环数控系统中采用数据采样法插补，可以有效提高系统性能。
Though time-slicing interpolation used in Open-loop CNC can prompt system performance effectively.
插补计算采用了差分插补法，能对所有的二次曲线进行直接插补。
This CNC system employs difference interpolation method for interpolation calculation, which can directly interpolate all of conic.
在旋臂式结构的机械加工装置中采用极坐标图形插补具有很多优点。
There are many advantages to adopt polar coordinates system interpolation in swing structural machines.
根据时间分割法的基本思想，提出了一种空间椭圆曲线的插补算法。
Interpolation algorithm of space oval curves is introduced in the article on the basis of time segmentation.
相位插补技术主要用于解决因弱信号段而产生的相位信息缺失的问题。
Interpolation technique is used to solve the problem of phase information missing generated by weak sequence signal.
凡是可以表示为矢量参数方程的正则曲线，都可以用该方法进行插补。
Any regular curve that can be expressed by the vector parameter equation may be interpolated by this method.
数控加工程序需要经过译码处理后，才能提供给插补模块进行运动控制。
There must be a coding process from NC program to interpolation module to control machine.
这种方法的优势是减少插补误差，提高加工精度，而且易被初学者掌握。
This method can reduce interpolation error, enhance machining precision, can be grasped easily by learner.
复杂曲线的插补算法和跟踪控制算法计算量大，对控制计算机的性能要求高。
The interpolation calculation and tracking control algorithm of complicated curve are difficult to implement, and require high performance control computer.
时间分割是典型的数据采样插补算法，它较之脉冲增量插补法有一系列优点。
Segmentation is a typical data sampling time interpolation algorithm, it has a number of advantages compared with pulse incremental interpolation method.
通过系统的破译和处理后，根据既定参数进行插补运算，然后得到具体的数据。
Through the system of decoding and processing, according to the established parameters of interpolation operation, and then get the specific data.
从分析中发现，在插补算法中加入对曲线曲率的考虑，可以减小插补的弓高误差。
It is discovered that the interpolation error can be greatly decreased by considering the curvature of the curve in interpolation algorithm.
本文介绍的插补方法有：演绎估计，均值插补，随机插补，回归插补和多重插补。
This paper introduces several imputation methods: those methods include: Deductive imputation, Mean value imputation, Randomized imputation Regression method and Multiple imputation.
这种方法是在分析了最简单的直线插补，并考虑了各种插补方法的优点以后提出来的。
This method has been developed through the analysis of the simplest linear interpolation, and the merits of various interpolation methods have been taken into account.
这种方法是在分析了最简单的直线插补，并考虑了各种插补方法的优点以后提出来的。
This method has been developed through the analysis of the simplest linear interpolation, and the merits of various interpolation methods have been taken into account.
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