Abstract — this paper presents the development of a universal on-line version of auto-tuning proportional-integral – derivative (PID) controllers based on the successive approximation method. The new universal controller causes only minor perturbation on the normal operation of the process, needs little a prior information, and is robust to noise. The performance and design for automatic selection of the PID constants are discussed for any system. The accuracy and performance of this new universal on-line version of auto-tuning method have been substantiated by extensive lab Index Terms — Auto tuning, PID Controller, successiv
A proportional-plus-integral-plus-derivative (PID) controller, or a three-mode control is the most s...
An auto-tuning and adaptive PID controller based on the identification of a second-order discrete-ti...
Abstract: In this paper a new auto-tuning method of PID controller is proposed. It combines: modelli...
PID (Proportional, integral and derivative) is the most used feedback control algorithm in the proce...
A frequency domain procedure is proposed for the automatic tuning of proportional integral derivativ...
Proportional-integral-derivative (PID) control provides simplicity, clear functionality, and ease of...
The development of tuning tools proceeds in the direction of broadening the range of supported contr...
Abstract: Proportional- Integral- Derivative (PID) controllers are widely used in industrial control...
In this study, the authors introduce a range of techniques for the exact design of PID controllers f...
One of the most basic functions of control engineers is tuning of controllers. There are always seve...
In this paper, we introduce a range of techniques for the exact design of PID controllers for feedba...
Despite the developments in the control theory and technology achieved in the last decade, PID contr...
Despite the developments in the control theory and technology achieved in the last decade, PID contr...
In this study, we propose a simple autotuning method using proportional controller. A second order p...
Designing and tuning a proportional-integral-derivative (PID) controller appears to be conceptually...
A proportional-plus-integral-plus-derivative (PID) controller, or a three-mode control is the most s...
An auto-tuning and adaptive PID controller based on the identification of a second-order discrete-ti...
Abstract: In this paper a new auto-tuning method of PID controller is proposed. It combines: modelli...
PID (Proportional, integral and derivative) is the most used feedback control algorithm in the proce...
A frequency domain procedure is proposed for the automatic tuning of proportional integral derivativ...
Proportional-integral-derivative (PID) control provides simplicity, clear functionality, and ease of...
The development of tuning tools proceeds in the direction of broadening the range of supported contr...
Abstract: Proportional- Integral- Derivative (PID) controllers are widely used in industrial control...
In this study, the authors introduce a range of techniques for the exact design of PID controllers f...
One of the most basic functions of control engineers is tuning of controllers. There are always seve...
In this paper, we introduce a range of techniques for the exact design of PID controllers for feedba...
Despite the developments in the control theory and technology achieved in the last decade, PID contr...
Despite the developments in the control theory and technology achieved in the last decade, PID contr...
In this study, we propose a simple autotuning method using proportional controller. A second order p...
Designing and tuning a proportional-integral-derivative (PID) controller appears to be conceptually...
A proportional-plus-integral-plus-derivative (PID) controller, or a three-mode control is the most s...
An auto-tuning and adaptive PID controller based on the identification of a second-order discrete-ti...
Abstract: In this paper a new auto-tuning method of PID controller is proposed. It combines: modelli...