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- Chapter four illustrates the PID parameter tuning method based on LJ optimal algorithm. 第四章讲述应用随机数直接搜索法进行PID控制参数整定的方法，并将此方法的仿真实验结果与基于遗传算法、单纯形加速法整定的控制效果进行了比较。
- This paper analyzed the three most typical tuning methods: JAM(judicious average method),LS(Laurec and Shepherd method),Hybrid. 文章研究了最具有典型性的3种VPA调谐方法,JAM(judicious average method)、LS(Laurec and Shepherd method)和Hybrid。
- Then the PI tuning method of SISO was used to obtain the optimal PI controller for each loop. 利用SISO系统PI控制器设计方法确定每个环路的最优PI控制器。
- Before using another performance tuning method described in this guide, first review the results of the ADDM analysis. 在使用本指南中描述的其它调整方法调整数据库之前，你应该首先查看这些ADDM分析结果。
- The initial work location is scaled by angle tuning method in Doppler wind lidar which utilizes double edge technique. 利用角度调谐的方法标定了多普勒测风激光雷达双边缘探测技术中的初始工作点。
- Moreover，the tuning method presented in this paper has high ascendance for getting the optimal PID parameters very fast. 同时采用文中所提出的整定方法可快速获得最优PID参数，显示了其优越性。
- This paper presents a new normalized tuning method of PID controllers based on two dimensionless numbers form extensive IMC tuning method. 通过扩展的内模整定方法提出了基于无量纲参数(无量纲时滞时间和无量纲过程增益)的PID控制器参数整定方法。
- Moreover, the robust stability of the proposed closed-loop system was analyzed, and correspondingly the tuning method of the single parameter was given. 通过分析设计参数，给出控制器单一调节参数的整定规则和获得更好控制器输出的参数选取方法。
- Based on the detailed analysis of the various automatic tuning principle of the arc-suppression coil (ASC), a tuning method of the magnetic bias ASC is acquired. 在对消弧线圈的各种自动调谐原理系统分析的基础上，确定了适用于偏磁式消弧线圈的调谐方法。
- Through analysing the principle of IMG and self-tuning method, and combining the virtues of them, a PID controller is designed.Meanwhile, the tuning method of parameters is presented. 对内模控制器的原理和继电型自整定方法详细分析后，结合两者的优点设计出PID控制器，并给出了参数整定方法。
- A SURVEY OF ADVANCED PID PARAMETER TUNING METHODS PID参数先进整定方法综述
- The PID control systems were tuned using well?known PID tuning methods, such as Ziegler?Nichols, Chien?Hrones?Reswick, Cohen?Coon, IMC, Opt, Pole? Assignment, and Gain Phase Margin, for several classical thermal models. 针对若干典型热工对象,对一些典型的PID整定方法:Ziegler-Nichols方法、Chien-Hrones-Reswick方法、Cohen-Coon方法、IMC方法、IST2E最优方法、极点配置方法、幅值相位裕量方法所设计的PID控制系统的过渡过程性能进行了比较。
- The violin is not quite in tune with the piano. 这小提琴跟钢琴的调子不太和谐。
- A small boy was beating out a tune on a tin can. 一个小男孩正用铁皮罐敲奏出曲子来。
- He played a tune on his trumpet. 他用小号吹奏了一首曲子。
- Hum the opening bars of your favourite tune. 哼一哼你喜爱的曲子的开头几个小节。
- She calls the tune in their house. 他们家中她说了算。
- With this method, the PID control systems tuned by well-known PID tuning methods such as Z-N, CHR, Cohen, IMC, IST2E Optimun, Pole-Assignment, and GPM for classical thermal models are discussed. 该方法利用大量随机实验,研究了几种典型的PID控制器参数整定方法如: Ziegler-Nichols方法、Chien-Hrones-Reswick方法、Cohen-Coon方法、IMC方法、IST2E最优方法、极点配置方法、幅值相位裕量方法等。
- Our grand piano is in good tune. 我们的大钢琴音很准。
- Cease then, prithee, cease thy tune. 停止，我求你，暂停你的歌声。
