Abstract

This article incorporates grid-interfaced dual-stage solar photovoltaic (SPV) three-phase topology. Also, it employs an incremental conductance (INC) approach to extract the required maximum power from the PV array with the assistance of a DC-DC boost converter. In the next stage, an optimal control algorithm that exercises adaptive-based zero-attracting quaternion-valued sparse least mean square (ZA-QLMS) to control the voltage source converter (VSC). The proposed control technique enhances the convergence rate by including sparsity knowledge about the system in the weight-updation process. Thus, it allows the successful withdrawal of the fundamental current components that match the sensed grid current to produce requisite switching pulses for VSC. A 100 KW SPV system has been integrated with the utility grid through a VSC in MATLAB/Simulink environment. The feasibility of the ZA-QLMS-based control algorithm dictates that under variable irradiances and constant temperatures considering linear and non-linear loading situations, the generated power is effortlessly fed to the utility grid with the advantage of unity power factor operation. Thus, ensuring improved power quality performance with the total harmonic distortion of utility grid current is maintained well below the desired grid code (IEEE-519).

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