Abstract

This paper proposes a theoretical and experimental implementation of an advanced sliding mode control (SMC) for a three-phase voltage source inverter (VSI) to achieve robustness against the unknown uncertainties of an LC filter. The significant contributions of the proposed SMC are summarized as considerations for the matched and mismatched uncertainties of the LC filter, more relaxed norm-bounds, dynamic characterization of sliding surface, and unique stability analysis. Unlike the conventional SMC techniques with matched uncertainties, the mismatched uncertainties in the state matrix are taken for the design of the proposed SMC. Also, the relaxed norm-bound designed for matched and mismatched uncertainties allows a wide range of variations in the values of LC filter. The voltage tracking errors are significantly reduced and the total harmonic distortions (THDs) are highly suppressed by characterizing the sliding surface in terms of flexible linear matrix inequalities (LMIs). Next, the stability analysis and reachability conditions are given using the Lyapunov criterion. The authenticity of the proposed SMC method is proved by TMS320LF28335 DSP based experimental results with a prototype 1-kVA test-bed. The comparative experimental results and analysis for the proposed SMC scheme, the conventional SMC scheme, and the conventional PI-PI control scheme are presented under the load step change, unbalanced load, and non-linear load step change with the parameter uncertainties to demonstrate the excellent performance of the proposed controller such as fast transient response, small steady-state error, and low THD.

Highlights

  • INTRODUCTIONThree-phase voltage source inverter (VSI) is the most significant dc-ac component of many advanced applications such as uninterruptable power supplies, renewable energy systems, and active harmonic filters [1]

  • Three-phase voltage source inverter (VSI) is the most significant dc-ac component of many advanced applications such as uninterruptable power supplies, renewable energy systems, and active harmonic filters [1]. These applications require constant frequency and constant amplitude with sinusoidal voltage and low high-order harmonic components [2], whereas the quality of the inverter output voltage is seriously affected by sudden load changes, unbalanced loads, and non-linear loads [3]

  • To accomplish fast transient response, small steady-state error (SSE), insensitivity to mismatched parameter variations, and low total harmonic distortions (THDs) under critical load conditions, this paper proposes an advanced voltage control law for a three-phase VSI with an LC filter based on sliding mode control (SMC)

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Summary

INTRODUCTION

Three-phase voltage source inverter (VSI) is the most significant dc-ac component of many advanced applications such as uninterruptable power supplies, renewable energy systems, and active harmonic filters [1]. To accomplish fast transient response, small steady-state error (SSE), insensitivity to mismatched parameter variations, and low THD under critical load conditions, this paper proposes an advanced voltage control law for a three-phase VSI with an LC filter based on sliding mode control (SMC). The main contributions of the proposed SMC are summarized as considerations for the matched and mismatched uncertainties of the LC filter, more relaxed norm-bounds, dynamic characterization of sliding surface, switching control law, and unique stability analysis. Remark 1: It is worth noting that the proposed sliding mode control (SMC) guarantees a better voltage control performance such as better robustness against the parameter variations of both Lf and Cf , more relaxed norm-bounds for the wide range variations of an LC filter, and more dynamic LMIs for the characterization of the sliding surface compared to the conventional SMC in [21]. The proposed SMC method can achieve more robustness against the parameter variations, faster dynamic response, and smaller steady-state error in comparison to [21]

SWITCHING CONTROL LAW DESIGN
SLIDING-MODE LOAD CURRENT OBSERVER-BASED CONTROL LAW
STABILITY ANALYSIS
Findings
CONCLUSION
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