Abstract:
Harmonic distortion in power electronic converters significantly affects power
quality, posing challenges in meeting standards like IEEE 519-2022. This thesis
presents several novel approaches to Selective Harmonic Elimination (SHE) and
Selective Harmonic Mitigation (SHM), emphasizing the reduction of Total Harmonic
Distortion (THD) and optimizing two-level inverter performance.
First, a novel graphical method for SHM is introduced, offering a straightforward and
computationally efficient means of mitigating multiple harmonics simultaneously.
By simplifying the identification of optimal switching angles, this approach achieves
significant THD reductions and meets grid standards. The graphical framework also
adapts well to systems with variable DC voltages, making it highly applicable to
renewable energy systems.
The thesis then introduces a Second-Order Twisting Sliding Mode Control
(SOT-SMC) technique for SHE, which formulates harmonic elimination as a sliding
manifold problem. This method efficiently eliminates target harmonics without
inducing chattering and computes switching angles in less than 1.5 µs, making it
ideal for real-time applications in dynamic power systems.
Further extending SOT-SMC to SHM, the approach mitigates a wider range of
harmonics while using fewer switching angles, compared to traditional methods.
This enhancement results in reduced THD and improved system efficiency.
Lastly, the thesis explores the use of a Negative Modulation Index (NMI) in both
SHE and SHM, unlocking new harmonic elimination solutions. The NMI approach
allows for greater flexibility in harmonic control by leveraging phase inversion
techniques to correct for negative modulation, leading to enhanced harmonic
performance and reduced THD.
All proposed methods are rigorously validated through simulations and experimental
testing using an FPGA-based hardware prototype, demonstrating their effectiveness
and potential for real-world applications in power converters and renewable energy
systems.