Modeling and control for new LLCL filter based grid-tied PV inverters with active power decoupling and active resonance damping capabilities
Author | Khan A. |
Author | Gastli A. |
Author | Ben-Brahim L. |
Available date | 2020-02-05T08:53:05Z |
Publication Date | 2018 |
Publication Name | Electric Power Systems Research |
Resource | Scopus |
ISSN | 3787796 |
Abstract | LLCL filters utilization decreases single-phase transformerless inverter's AC-Side volume significantly. Conversely, the inherent 2nd order power harmonic ripples burden inverters' DC-Side. In fact, the passive solution to buffer these ripples imposes a threat to inverter's reliability and power density. Hence, varieties of active power decoupling methods were introduced in the literature to improve inverter's DC-Side volume and system's reliability. Yet, most existing techniques require auxiliary power electronics and energy storage elements. This contradicts the goal of optimizing system's overall power density. Therefore, a novel LLCL filter for grid-connected applications is introduced that merges AC-Side and DC-Side volume minimization methods without additional power electronics devices. Precisely, the common-mode (CM) operation is harnessed for active power decoupling and the differential-mode (DM) is utilized for active power injection. Besides, the stability analysis of the proposed system revealed that the CM and DM are resonating. Thus, an active resonance damping control scheme based on decoupled CM and DM capacitor currents feedbacks was developed. With the proposed topology, the DC-link capacitor was reduced 40 times compared to the passive solution. The robustness of the proposed solution to the grid-side inductance variation was also verified and validated on 750 W prototype system. 2017 Elsevier B.V. |
Sponsor | This publication was made possible by the National Priorities Research Program (NPRP) award [NPRP 8-627-2-260] from the Qatar National Research Fund (QNRF) ; a member of the Qatar Foundation. Its contents are solely the responsibility of the authors and do not necessarily represent the official views of QNRF. Appendix A The DM and the CM PR controller�s transfer functions are expressed in Eqs. (44) and (45) , respectively. Note that, these are non-ideal PR controllers with non-ideality damping factor ( ? ). (44) P R d m ( s ) = K P d m + K R d m ( f o ) s s 2 + 2 ? ( 2 ? f o ) s + ( 2 ? f o ) 2 (45) P R c m ( s ) = K P c m + K R c m ( 2 f o ) s s 2 + 2 ? ( 2 ? ( 2 f o ) ) s + ( 2 ? ( 2 f o ) ) 2 + K R c m ( 4 f o ) s s 2 + 2 ? ( 2 ? ( 4 f o ) ) s + ( 2 ? ( 4 f o ) ) 2 In addition, the PI controller used is (46) P I ( s ) = K P ? + K I ? s The transfer function of the HPF used to extract the ripples of the DC supply current is in Eq. (47) . (47) H P F ( s ) = s s + 2 ? f H P F where ( f HPF ) is the HPF cut-off frequency. Finally, the transfer function of the low pass filter (LPF) that is used to filter the DC voltage for the outer voltage regulation loop feedback (48) (48) L P F ( s ) = 2 ? f L P F s + 2 ? f L P F where ( f LPF ) is the LPF cut-off frequency. |
Language | en |
Publisher | Elsevier Ltd |
Subject | Active LLCL resonance damping Active power decoupling Grid-connected PV Inverter |
Type | Article |
Pagination | 307-319 |
Volume Number | 155 |
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Electrical Engineering [2685 items ]