An optimized harmonic elimination method based on synchronized microcontroller architecture

An optimized harmonic elimination method based on synchronized microcontroller architecture

This paper proposes an optimized synchronous PWM method for harmonic elimination in a quasi squarewave inverter. The synchronized PWM method enables online harmonic computation and PWM pulse generationin a multitasking digital controller to eliminate lower order harmonics. The multitasking digital controller reducesthe look-up table requirement and helps in realizing efficient implementation to eliminate dominant harmonics. Thismethod offers a simple scalable solution for combined fifth and seventh harmonic elimination using two low-cost eight-bitPIC microcontrollers (PIC18F4550, PIC18F452). Experimental results are demonstrated for a single-phase three-levelinverter. The proposed method achieves 90% reduction of fifth and seventh harmonic components from a quasi squarewave inverter output.

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  • [1] Turnbull FG. Selected harmonic reduction in static D-C — A-C inverters. IEEE T Commun Electr 1964; 83: 374-378.
  • [2] Lipo TA, Turnbull FG. Analysis and comparison of two types of square-wave inverter drives. IEEE T Ind Appl 1975; IA-11: 137-147.
  • [3] Koishybay K, Alizadeh T, Familiant YL, Ruderman A. Simultaneous total harmonic distortion minimization and selective harmonic elimination: combining the best of both worlds. In: International Power Electronics and Motion Control Conference; Varna, Bulgaria; 2016. pp. 203-208.
  • [4] Hajizadeh M, Fathi SH. Selective harmonic elimination strategy for cascaded H-bridge five-level inverter with arbitrary power sharing among the cells. IET Power Electron 2016; 9: 95-101.
  • [5] Patel HS, Hoft RG. Generalized techniques of harmonic elimination and voltage control in thyristor inverters: Part I–Harmonic elimination. IEEE T Ind Appl 1973; IA-9: 310-317.
  • [6] Patel HS, Hoft RG. Generalized techniques of harmonic elimination and voltage control in thyristor inverters: Part II–Voltage control techniques. IEEE T Ind Appl 1974; IA-10: 666-673.
  • [7] Sun J, Grotstollen H. Solving nonlinear equations for selective harmonic eliminated PWM using predicted initial values. In: International Conference on Industrial Electronics, Control, Instrumentation, and Automation; San Diego, CA, USA; 1992. pp. 259-264.
  • [8] Enjeti P, Lindsay JF. Solving nonlinear equations of harmonic elimination PWM in power control. Electron Lett 1987; 23: 656-657.
  • [9] Bowes SR, Clark PR. Simple microprocessor implementation of new regular-sampled harmonic elimination PWM techniques. IEEE T Ind Appl 1992; 28: 89-95.
  • [10] Zuckerberger A, Alexandrovitz A. Determination of commutation sequence with a view to eliminating harmonics in microprocessor-controlled PWM voltage inverter. IEEE T Ind Electron 1986; IE-33: 262-270.
  • [11] Abeyasekera T, Johnson CM, Atkinson DJ, Armstrong M. Elimination of subharmonics in direct look-up table (DLT) sine wave reference generators for low-cost microprocessor-controlled inverters. IEEE T Power Electr 2003; 18: 1315-1321.
  • [12] Ahmed M, Sheir A, Orabi M. Real-time solution and implementation of selective harmonic elimination of seven-level multilevel inverter. IEEE J Em Sel Top P 2017; 5: 1700-1709.
  • [13] Ibing A, Mai A. A fixed-point algorithm for automated static detection of infinite loops. In: International Symposium on High Assurance Systems Engineering; Daytona Beach Shores, FL, USA; 2015. pp. 44-51.
  • [14] Lokuciejewski P, Marwedel P. Combining worst-case timing models, loop unrolling, and static loop analysis for WCET minimization. In: Euromicro Conference on Real-Time Systems; Dublin, Ireland; 2009. pp. 35-44.
  • [15] Steven S. Muchnick. Advanced Compiler Design and Implementation. San Francisco, CA, USA: Morgan Kaufmann, 1997.
  • [16] Sarkar V. Optimized unrolling of nested loops. International. J Parallel Program 2001; 29: 545–581.
  • [17] Zhang Y, Li YW, Zargari NR, Cheng Z. Improved selective harmonics elimination scheme with online harmonic compensation for high-power PWM converters. IEEE T Power Electr 2015; 9: 3508-3517.
  • [18] Memon MA, Mekhilef S, Mubin M. Selective harmonic elimination in multilevel inverter using hybrid APSO algorithm. IET Power Electr 2018; 11: 1673-1680.
  • [19] Etesami MH, Vilathgamuwa DV, Ghasemi V, Jovanovic DP. Enhanced metaheuristic methods for selective harmonic elimination technique. IEEE T Ind Inform 2018; 14: 5210-5220.
  • [20] Zhao H, Wang S, Moeini A. Critical parameter design for a cascaded H-bridge with selective harmonic elimination based on harmonic envelope analysis for single-phase Systems. IEEE T Ind Electron 2019; 66: 2914-2925.
  • [21] Kumar A, Poddar G, Ganesan P. Control strategy to naturally balance hybrid converter for variable-speed mediumvoltage drive applications. IEEE T Ind Electron 2015; 62: 866-876.
Turkish Journal of Electrical Engineering and Computer Sciences-Cover
  • ISSN: 1300-0632
  • Yayın Aralığı: Yılda 6 Sayı
  • Yayıncı: TÜBİTAK