According to a type of normal nonlinear system, an indirect adaptive fuzzy (IAF) controller has been applied to those systems where no accurate mathematical models of the systems under control are available. To sati...According to a type of normal nonlinear system, an indirect adaptive fuzzy (IAF) controller has been applied to those systems where no accurate mathematical models of the systems under control are available. To satisfy with system performance, an indirect accelerated adaptive fuzzy (IAAF) controller is proposed, and its general form is presented. The general form IAAF controller ensures necessary control criteria and system's global stability using Lyapunov Theorem. It has been proved that the close-loop system error converges to a small neighborhood of equilibrium point. The optimal IAAF controller is derived to guarantee the process's shortest settling time. Simulation results indicate the IAAF controller make the system more stable, accurate, and fast.展开更多
为了研究掘进机的定位误差,基于超宽带测距技术,根据波达时间和(Time Sum of Arrival,TSOA)定位原理,采用了间接法解算出定位点的坐标值。仿真分析了定位点在空间的分布,对三个坐标轴的定位误差进行分析,得出的结论为:①定位点在空间的...为了研究掘进机的定位误差,基于超宽带测距技术,根据波达时间和(Time Sum of Arrival,TSOA)定位原理,采用了间接法解算出定位点的坐标值。仿真分析了定位点在空间的分布,对三个坐标轴的定位误差进行分析,得出的结论为:①定位点在空间的分布呈不规则球形,Y轴的误差小于X轴和Z轴;②在10~100m的范围内,随着定位点距离的增大,定位点的均方根误差也随着增大,均方根误差可控制在4. 5cm以内;③三轴的方均根误差在10~100m的范围内,随着测量距离的增大而增大。其中Y轴的均方根误差最小,X轴和Y轴持平,误差控制在4. 5cm以内。为掘进机的位姿检测提供了基础。展开更多
基金supported by Plan of Excellent Leaders in Their Science in Shanghai, China (No.06XD14201).
文摘According to a type of normal nonlinear system, an indirect adaptive fuzzy (IAF) controller has been applied to those systems where no accurate mathematical models of the systems under control are available. To satisfy with system performance, an indirect accelerated adaptive fuzzy (IAAF) controller is proposed, and its general form is presented. The general form IAAF controller ensures necessary control criteria and system's global stability using Lyapunov Theorem. It has been proved that the close-loop system error converges to a small neighborhood of equilibrium point. The optimal IAAF controller is derived to guarantee the process's shortest settling time. Simulation results indicate the IAAF controller make the system more stable, accurate, and fast.
文摘为了研究掘进机的定位误差,基于超宽带测距技术,根据波达时间和(Time Sum of Arrival,TSOA)定位原理,采用了间接法解算出定位点的坐标值。仿真分析了定位点在空间的分布,对三个坐标轴的定位误差进行分析,得出的结论为:①定位点在空间的分布呈不规则球形,Y轴的误差小于X轴和Z轴;②在10~100m的范围内,随着定位点距离的增大,定位点的均方根误差也随着增大,均方根误差可控制在4. 5cm以内;③三轴的方均根误差在10~100m的范围内,随着测量距离的增大而增大。其中Y轴的均方根误差最小,X轴和Y轴持平,误差控制在4. 5cm以内。为掘进机的位姿检测提供了基础。