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Thursday, 28 May 2015

Design and Specifications of SVPWM Controlled Three Phase Three Wire Shunt Active Power Filter for Harmonic Mitigation

Abstract
The most important part of the shunt active power filters is generating of gate signal for Voltage Source Inverters (VSI). In this paper the proposed Space Vector Pulse Width Modulation (SVPWM) is implemented in a closed loop control system for a shunt active power filter. The reference harmonic components are extracted from the sensed nonlinear load currents by applying the Synchronous Reference Frame (SRF) theory, where a three-phase thyristor bridge rectifier with R-L load is taken as the nonlinear load. The switching control algorithms of the proposed SVPWM would be generating appropriate switching gates to the voltage source inverter. The shunt active power filter generates the actual compensating harmonic current based on the switching gates provided by the controller. For showing the performance of proposed method a typical system has been simulated by MATLAB/SIMULINK. The proposed active power filter is able to improve about 30.18% of the total harmonic distortion (THD) for the distorted line current caused by an uncontrolled rectifier as the nonlinear load and to meet IEEE 519 standard recommendations on harmonics level.

Keywords
1.                  Power Quality
2.                  Shunt Active Power Filter
3.                  Synchronous Reference Frame Theory
4.                  Space Vector Pulse Width Modulation (SVPWM).

Software: Matlab/Simulink

Block Diagram                     Fig 1. Block diagram of proposed Shunt active power filter for a 3phase 3 wire system

Simulation Results:
Fig 2. Three phase voltage and load currents for before Compensation-simulation results:(a) a-phase voltage, volts, (b) a-phase load current, Amps 
Fig 3. %THD source current before compensation 
 Fig 4. Reference compensation-(a) a-phase compensation currents, Amps (b) b-phase compensation currents, Amps (c) c-phase compensation current, Amps.
 Fig 5. %THD source current after compensation
Fig 6. Source Voltages and Currents in three phases after compensation-(a)a-phase source voltage, (b)a-phase source current

Conclusion
In this paper, a novel simplified control method, which is suitable for digital control realization, for the active power filter using SVPWM is proposed. The objectives of this project have been achieved by reducing the harmonic components that exist in a power system with a chosen nonlinear load. This most recent aimed on the one hand to prove the effectiveness of the SVPWM in the contribution in the switching power losses reduction in shunt active filter. The proposed closed loop filtering control system mainly consists of the harmonics isolator, the hysteresis tolerance comparators conjunction with the space vector pulse width modulation controller and the active power filter. The combination of these components enables the closed loop control system to be implemented. The proposed system is able to compensate the harmonics caused by a three phase uncontrolled diode rectifier and it provides positive results by reducing the percentage of THD of the line current. The shunt active filter is found effective to meet IEEE 519 standard recommendations on harmonics level.      

References
[1] Singh.B, A1-Haddad.K, Chandra.A, “Review of active filters for power quality improvement”, IEEE Trans. Ind. Electron.,(46), 5, Oct, 1999, pp. 960-971
[2] E1-Habrouk. M, Darwish. M. K, Mehta. P, “Active power filters-A review,” Proc. IEE-Elect. Power Applicat., vol. 147, no. 5, Sept. 2000, pp. 403-413.
[3] Akagi, H., “New trends in active filters for power conditioning,” IEEE Trans. On Industry Applications, (32), 6, Nov-Dec, 1996, pp. 1312-1322
[4] Peng Fangzheng, “Application issues of active power filters,” IEEE Industry Applications Magazine, v 4, n 5, Sep-Oct, 1998, pp. 21-30
[5] Akagi.H, Kanazawa.Y, and Nabae.A, “Instantaneous reactive power compensators comprising switching device without energy storage components,” IEEE Trans. on Industry Applications, (20), 3, 1984, pp. 625-630.