The application of a disturbance observer (DOB) and a variable structure controller (VSC) to current control of microstepping for permanent-magnet stepper motors (PMSMs) is studied. This is a recent approach to the current regulation of PMSM that results in improvement of position tracking performance of microstepping using only current feedback. We designed the DOB to estimate back electromotive force (EMF) in the form of a high-pass filter. Since the PMSM is a two-input one-output minimum-phase nonlinear system, the asymptotic convergence of the currents to the desired currents guarantees the asymptotic convergence of the position to the desired position in microstepping. Therefore, in order to compensate for the estimation errors of back...
In this paper, we present a nonlinear controller for position tracking of permanent magnet stepper m...
In this paper, we present a recursive application of multiple-input single-output (MISO) backsteppin...
In this paper, the stability of microstepping is investigated via Lyapunov method. A Lyapunov based ...
In this paper, we propose observer-based variable structure control (VSC) in microstepping for perma...
We present a new approach to position control based on microstepping for the current regulation of p...
In previous methods designed based on field oriented (and/or weakening) control, high performance of...
In this paper, a position detection method using only current feedback is proposed for permanent mag...
In this paper, a position detection method using only current feedback is proposed for permanent mag...
This paper presents an adaptive observer-based nonlinear controller. Due to the resistance differenc...
In this paper, the stability of microstepping is investigated via Lyapunov method. Microstepping wit...
In this paper, we propose a Lyapunov-based control with a nonlinear observer in microstepping for pe...
This paper presents a phase-compensated microstepping (PCMS) for permanent-magnet stepper motors in ...
This paper presents a phase-compensated microstepping (PCMS) for permanent-magnet stepper motors in ...
This paper proposes microstepping via a proximate in-phase current estimator (PIpCE) to improve posi...
This paper presents a compensative microstepping based position control with passive nonlinear adapt...
In this paper, we present a nonlinear controller for position tracking of permanent magnet stepper m...
In this paper, we present a recursive application of multiple-input single-output (MISO) backsteppin...
In this paper, the stability of microstepping is investigated via Lyapunov method. A Lyapunov based ...
In this paper, we propose observer-based variable structure control (VSC) in microstepping for perma...
We present a new approach to position control based on microstepping for the current regulation of p...
In previous methods designed based on field oriented (and/or weakening) control, high performance of...
In this paper, a position detection method using only current feedback is proposed for permanent mag...
In this paper, a position detection method using only current feedback is proposed for permanent mag...
This paper presents an adaptive observer-based nonlinear controller. Due to the resistance differenc...
In this paper, the stability of microstepping is investigated via Lyapunov method. Microstepping wit...
In this paper, we propose a Lyapunov-based control with a nonlinear observer in microstepping for pe...
This paper presents a phase-compensated microstepping (PCMS) for permanent-magnet stepper motors in ...
This paper presents a phase-compensated microstepping (PCMS) for permanent-magnet stepper motors in ...
This paper proposes microstepping via a proximate in-phase current estimator (PIpCE) to improve posi...
This paper presents a compensative microstepping based position control with passive nonlinear adapt...
In this paper, we present a nonlinear controller for position tracking of permanent magnet stepper m...
In this paper, we present a recursive application of multiple-input single-output (MISO) backsteppin...
In this paper, the stability of microstepping is investigated via Lyapunov method. A Lyapunov based ...