For motion controller design, the reduced plant model is used in which high frequency dynamics are neglected. However, the maximum achievable closed-loop bandwidth is limited by the very same dynamics. The extent of their influence depends of the character of the high frequency modes. Another aspect that has an impact on the stability of the closed-loop system, is the damping present in the plant. The influence of the type of high frequency dynamics, the damping thereof, and the P(I)D controller bandwidth on the closed-loop stability is addressed in this paper. The results provide the reader with design rules of thumbs concerning the maximum achievable cross-over frequency
This paper examines the fundamental limitations on closed-loop performance imposed by instability in...
This paper proposes new practical design tools for the robust motion control systems based on distur...
Abstract: There is some disagreement in the literature on whether large plant gains are a problem or...
For motion controller design, the reduced plant model is used in which high frequency dynamics are n...
Technology advancements feed the need for ever faster and more accurate industrial machines. Vibrati...
In many active vibration control systems, it is the high frequency dynamic behaviour of the system t...
An extensive study of robust and optimal tuning of PID controllers for stable non-oscillating plants...
Previous experimental work on active vibration isolation systems has shown that the gain in the feed...
Some of the compromises inherent in using a passive system to isolate delicate equipment from base v...
Abstract: The paper deals with the design and tuning of the PID controller for the closed loop contr...
Analytical design of the PID-type controllers for linear plants based on the magnitude optimum crite...
This article describes several approaches for tuning the parameters of a class of passivity-based co...
Adding active damping in a collocated fashion to a badly damped mechanical plant guarantees the stab...
PID control closed on the motor position is the most common solution in commercial servomechanisms. ...
© 2019 Dr. Xiaoxiao ChengThe thesis focuses on the stability and robustness analysis of a class of v...
This paper examines the fundamental limitations on closed-loop performance imposed by instability in...
This paper proposes new practical design tools for the robust motion control systems based on distur...
Abstract: There is some disagreement in the literature on whether large plant gains are a problem or...
For motion controller design, the reduced plant model is used in which high frequency dynamics are n...
Technology advancements feed the need for ever faster and more accurate industrial machines. Vibrati...
In many active vibration control systems, it is the high frequency dynamic behaviour of the system t...
An extensive study of robust and optimal tuning of PID controllers for stable non-oscillating plants...
Previous experimental work on active vibration isolation systems has shown that the gain in the feed...
Some of the compromises inherent in using a passive system to isolate delicate equipment from base v...
Abstract: The paper deals with the design and tuning of the PID controller for the closed loop contr...
Analytical design of the PID-type controllers for linear plants based on the magnitude optimum crite...
This article describes several approaches for tuning the parameters of a class of passivity-based co...
Adding active damping in a collocated fashion to a badly damped mechanical plant guarantees the stab...
PID control closed on the motor position is the most common solution in commercial servomechanisms. ...
© 2019 Dr. Xiaoxiao ChengThe thesis focuses on the stability and robustness analysis of a class of v...
This paper examines the fundamental limitations on closed-loop performance imposed by instability in...
This paper proposes new practical design tools for the robust motion control systems based on distur...
Abstract: There is some disagreement in the literature on whether large plant gains are a problem or...