Reactive Power Compensation and Harmonic Mitigation of Power Distribution Network Using Shunt Active Power Filter Based P-Q theory (Case study: Hawassa substation-2)
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Date
2017-04-09
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Hawassa University
Abstract
Traditionally, the harmonic distortion and reactive power has been reduced using passive LC
filters. However, the application of passive LC filters for reactive power compensation and
harmonic mitigation results in parallel resonances with the network impedance. It is poor flexible
for dynamic compensation of different frequency harmonic components.This work presented a
scheme for reactive power compensation and harmonic mitigation of Hawassa substation-2 using
shunt active power filter(SAPF), which is based on instantaneous p-q theory. The filter is
identified, it automatically adapts to changes in the network and load fluctuations to mitigate the
harmonics and reactive power issues. It is able to produce almost unity power factor and mitigate
the total harmonics distortion (THD) to meet specified power quality standards. The performance
of the SAPF depends mainly on the p-q theory to compute reference current and hysteresis band
current controller to generate pulses for switching pattern of the inverter. The advantage of
instantaneous p-q theory shows that it is instantaneous and works in time domain.
MATLAB/Simulink computer simulation (version R2016a) is used as a simulation tool for this
study. The simulation results before and after the compensation is compared to specified IEEE
519-1992 power quality standards.In three phase, three wire configurations, the result shows that
THD in the load current is reduced from 37.46% to 3.56% and THD in the source voltage is
reduced from 26.91% to 2.74% and power factor is improved from 0.869 to 0.949 under non ideal
voltage source conditions while the reactive power is reduced from 1,178.04KVAr to
746.05KVAr
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Keywords
Active Power Filter, Voltage Source Converter, Non Ideal Voltage Source, Maltiple Non Linear Loads, Total Harmonic Distortion, Reactive Power, Power Factor and MATLAB/Simulink
