interpolation controls meaning in English
插补控制
Examples
- Furthermore , this section also studies the algorithm of fuzzy reasoning , putting forward the fuzzy interpolation control algorithm
在此基础又进一步对模糊推理控制算法进行了研究,给出了模糊插值控制算法。 - 5 for operating the fuzzy controller has been done , in which it simulates dynamic response of the vibration acceleration for fuzzy interpolation control
在仿真研究中,借助matlab6 . 5仿真软件对模糊插值控制中振动加速度的动态响应进行了模拟。 - The principles of synthetic interpolation controlling program for different top and bottom shaped has been expounded and used in the cnc system of lower speed wire electrical discharge machine tools ( ls - wedm ) successfully
论述了上下异型面合成插补控制程序设计原理,并在慢走丝线切割机床计算机控制系统设计中得到了应用。 - This paper takes a high quality servo motion controller as the core component . it discusses the track interpolation control principle , its algorithm and develops various sub - programs by dynamic link libraries . first , it designs a nonlinear pid controller based on those sub - programs to solve the contradiction between stabilization and quickness in order to improve the controlling effects
本论文以高性能伺服运动控制器为核心元件,在论述轨迹控制的插补原理及其算法实现流程并使用动态连接库编制出各种插补功能子程序的基础上,首先设计了一种非线性pid控制器,以克服稳定性和快速性之间的矛盾,达到改善控制效果的目的,并通过仿真实验对其响应效果加以验证。 - Results of simulation studies have shown that the vertical vibration acceleration of the absorbers with fuzzy interpolation control is smaller than that with general fuzzy control . so , that is to say , this fuzzy control is simple and effective , it can also improve the drive ability and safety , and the control precision and stability are obviously better than the general fuzzy controllers
从仿真结果可以看出,采用模糊插值算法控制的减振器的振动垂直加速度比一般模糊控制的减振器有了较大的降低,从而说明该控制简单有效,可以改善系统的平顺性和行驶安全性,控制精度和稳定性明显优于一般模糊控制减振器。
Related Words
- analog interpolation
- curve interpolation
- interpolation circuit
- interpolation movement
- arithmetical interpolation
- spatial interpolation
- biquadratic interpolation
- exponential interpolation
- interpolation change
- refract interpolation
- interpolation channel
- interpolation circuit
- interpolation design
- interpolation error