A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approach

In this paper, a novel hybrid two-loop nonlinear controller is designed for stabilization and robust control of the LCL-type shunt active power filter (SAPF). To cope with the instability issue of the closed-loop system and the inherent resonance of the LCL coupling, backstepping, sliding mode and a...

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Main Authors: Vadood Hajbani, Adel Zakipour, Mahdi Salimi
Format: Article
Language:English
Published: Elsevier 2023-09-01
Series:e-Prime: Advances in Electrical Engineering, Electronics and Energy
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2772671123000955
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author Vadood Hajbani
Adel Zakipour
Mahdi Salimi
author_facet Vadood Hajbani
Adel Zakipour
Mahdi Salimi
author_sort Vadood Hajbani
collection DOAJ
description In this paper, a novel hybrid two-loop nonlinear controller is designed for stabilization and robust control of the LCL-type shunt active power filter (SAPF). To cope with the instability issue of the closed-loop system and the inherent resonance of the LCL coupling, backstepping, sliding mode and adaptive controllers are combined. DC link voltage of the grid-connected inverter is regulated in an outer control loop by determining a proper reference value for an inner loop. In addition to DC link voltage control, a major objective of the proposed closed-loop system is to make the grid current in phase with the grid voltage directly. Hence, active power filtering of the grid-connected inverter can be achieved without any current feedback from the local load. To stabilize the LCL-type SAPF in a wide range of changes, all uncertain parameters of the model including the DC link capacitor and equivalent impedances of the LCL coupling network are estimated by employing a proper Lyapunov function. For practical evaluation of the developed approach, the closed-loop system is implemented by using Texas Instruments’ digital signal processor (DSP-TMS28F335). Considering the application of an adaptive-robust nonlinear controller, it is proved that the system enjoys a stable and robust performance over the whole range of utilization, and it doesn't suffer from resonance issues of the LCL-type SAPFs. Moreover, considering the experimental results, it is observed that the steady-state error of the proposed nonlinear controller is zero in a wide range of operations.
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spelling doaj.art-0c66ed4868ef4c3aa80e31b8c15001082023-09-25T04:12:41ZengElseviere-Prime: Advances in Electrical Engineering, Electronics and Energy2772-67112023-09-015100200A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approachVadood Hajbani0Adel Zakipour1Mahdi Salimi2Department of Electrical Engineering, Islamic Azad University, Ardabil Branch, Ardabil, IranDepartment of Electrical Engineering, Arak University of Technology, Arak, IranFaculty of Engineering and Science, University of Greenwich, Kent, ME4 4TB, UK; Corresponding author.In this paper, a novel hybrid two-loop nonlinear controller is designed for stabilization and robust control of the LCL-type shunt active power filter (SAPF). To cope with the instability issue of the closed-loop system and the inherent resonance of the LCL coupling, backstepping, sliding mode and adaptive controllers are combined. DC link voltage of the grid-connected inverter is regulated in an outer control loop by determining a proper reference value for an inner loop. In addition to DC link voltage control, a major objective of the proposed closed-loop system is to make the grid current in phase with the grid voltage directly. Hence, active power filtering of the grid-connected inverter can be achieved without any current feedback from the local load. To stabilize the LCL-type SAPF in a wide range of changes, all uncertain parameters of the model including the DC link capacitor and equivalent impedances of the LCL coupling network are estimated by employing a proper Lyapunov function. For practical evaluation of the developed approach, the closed-loop system is implemented by using Texas Instruments’ digital signal processor (DSP-TMS28F335). Considering the application of an adaptive-robust nonlinear controller, it is proved that the system enjoys a stable and robust performance over the whole range of utilization, and it doesn't suffer from resonance issues of the LCL-type SAPFs. Moreover, considering the experimental results, it is observed that the steady-state error of the proposed nonlinear controller is zero in a wide range of operations.http://www.sciencedirect.com/science/article/pii/S2772671123000955Shunt active power filter (SAPF)LCL couplingHybrid controlNonlinear controlAdaptive controlRobust control
spellingShingle Vadood Hajbani
Adel Zakipour
Mahdi Salimi
A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approach
e-Prime: Advances in Electrical Engineering, Electronics and Energy
Shunt active power filter (SAPF)
LCL coupling
Hybrid control
Nonlinear control
Adaptive control
Robust control
title A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approach
title_full A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approach
title_fullStr A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approach
title_full_unstemmed A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approach
title_short A novel Lyapunov-based robust controller design for LCL-type shunt active power filters using adaptive sliding-mode backstepping approach
title_sort novel lyapunov based robust controller design for lcl type shunt active power filters using adaptive sliding mode backstepping approach
topic Shunt active power filter (SAPF)
LCL coupling
Hybrid control
Nonlinear control
Adaptive control
Robust control
url http://www.sciencedirect.com/science/article/pii/S2772671123000955
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