The modulus optimum (MO) criterion can be used for analytical design of the PID controller for linear systems with dominant dead time. However, although the method usually gives fast and non-oscillating closed-loop responses, in the case of large dead time the stability margin gets reduced and even non-stable behavior can be observed. In this case a correction of the settings is needed to preserve the stability margin. We describe and compare two methods of design of the PID controller based on the MO criterion that for the stable first-order systems with dead time preserve the stability margin, trying to keep maximum of the performance of the original MO settings
This paper analyzes optimal controller settings for controllers with One-Degree-of-Freedom (1-DoF) P...
The Magnitude Optimum (MO) tuning method for PI and PID controllers, applied on stable and non-oscil...
This paper discusses optimal design of the series proportional–integral–derivative–accelerative (PID...
The modulus optimum (MO) criterion can be used for analytical design of the PID controller for linea...
The modulus optimum (MO) criterion can be used for analytical design of the PID controller for linea...
In the paper we present tuning rules for PI and PID controllers and the first order plus dead time (...
The present study proposes a new design method for a proportional-integral-derivative (PID) control ...
Analytical design of the PID-type controllers for linear plants based on the magnitude optimum crite...
In this paper we present simple and effective tuning formulas for PID controllers with guaranteed ph...
An open-loop unstable process with dead-time is commonly encountered in process industry. A PID cont...
The present study proposes a novel proportional-integral-derivative (PID) control design method in d...
Abstract: PID Controller is used for tuning of three constants (P,I&D).It stabilize the system b...
A simple method to design PID controllers in the frequency domain based on a simplified constrained ...
In this paper we present a set of optimal tuning rules for fractional-order proportional-integral-de...
An extensive study of robust and optimal tuning of PID controllers for stable non-oscillating plants...
This paper analyzes optimal controller settings for controllers with One-Degree-of-Freedom (1-DoF) P...
The Magnitude Optimum (MO) tuning method for PI and PID controllers, applied on stable and non-oscil...
This paper discusses optimal design of the series proportional–integral–derivative–accelerative (PID...
The modulus optimum (MO) criterion can be used for analytical design of the PID controller for linea...
The modulus optimum (MO) criterion can be used for analytical design of the PID controller for linea...
In the paper we present tuning rules for PI and PID controllers and the first order plus dead time (...
The present study proposes a new design method for a proportional-integral-derivative (PID) control ...
Analytical design of the PID-type controllers for linear plants based on the magnitude optimum crite...
In this paper we present simple and effective tuning formulas for PID controllers with guaranteed ph...
An open-loop unstable process with dead-time is commonly encountered in process industry. A PID cont...
The present study proposes a novel proportional-integral-derivative (PID) control design method in d...
Abstract: PID Controller is used for tuning of three constants (P,I&D).It stabilize the system b...
A simple method to design PID controllers in the frequency domain based on a simplified constrained ...
In this paper we present a set of optimal tuning rules for fractional-order proportional-integral-de...
An extensive study of robust and optimal tuning of PID controllers for stable non-oscillating plants...
This paper analyzes optimal controller settings for controllers with One-Degree-of-Freedom (1-DoF) P...
The Magnitude Optimum (MO) tuning method for PI and PID controllers, applied on stable and non-oscil...
This paper discusses optimal design of the series proportional–integral–derivative–accelerative (PID...