![3 phase rectifier matlab simulink 3 phase rectifier matlab simulink](https://i.ytimg.com/vi/I_FdK62gzIo/maxresdefault.jpg)
Note that the Simulation type parameter of the Powergui block is not accessible, and it is set to Continuous. The Variable-step auto (Automatic solver selection) solver is selected. Simulation with continuous integration methodĬheck the simulation parameters in the Simulation -> Configuration Parameters menu. The rectified current is filtered by a 200mH inductance.ĭiodes are connected in parallel with RC snubbers (1000 ohms-0.1 uF) The measurement output of Diode2 and Diode3 is used to observe the diode voltage and current. This value confirms that the total reactive power of the filters at 60 Hz is: Qc =V^2/Xc = 500e3^2/417 = 600 Mvar.A 10 ohm load is fed in DC through a three-phase rectifier from an inductive source (5 mH 120 V rms). The impedance data of the two figures should be identical.ĥ) If you zoom the figure (using the "Tool" menu), you should find an impedance of 417 ohms capacitive (-90deg.) at 60 Hz. A second figure, showing the pre-computed filters frequency response will be displayed. Specialized Power Systems will compute and display the filters frequency response.Ĥ) Double-click on the block "Show filters impedance vs frequency". To do so, double-click on the breaker Brk1, select 'open' for initial status of breakers and click on the OK button.Ģ) Open the powergui and select "Impedance vs Frequency Measurement".ģ) Click on the Display/Save button. You will now plot the impedance vs frequency of the harmonic filters:ġ) Disconnect the filters from the AC bus. Notice the impact on the DC level and on the generated harmonics. You can also perform other simulations with various values of alpha.
![3 phase rectifier matlab simulink 3 phase rectifier matlab simulink](https://www.mathworks.com/help/physmod/sps/ref/thyristor_rectifier_voltage_controller_equiv_circuit.png)
If you use the FFT tool of the powergui, you will find that the harmonic filters reduce the THD of the current injected in the system from 9% to 0.7%. You can see that the harmonic filters almost eliminate the harmonics generated by the converter. Compare the currents flowing into Bus B1 (Iabc_B1, axis 2) with those flowing into Bus B2 (Iabc_B2, axis 3). You should get a DC voltage level of 500 kV. Run a first simulation with an alpha firing angle of 19 degrees. A three-phase circuit breaker (Brk1) is used to connect the filters set on the AC bus. The total Mvar rating of the filters set is then 600 Mvar. (3) one high-pass filter tuned to the 24th (F3) of 150 Mvar (2) one double-tuned filter 11/13 th (F2) of 150 Mvar (1) one C-type high-pass filter tuned to the 3rd (F1) of 150 Mvar three filters modeled using the "Three-Phase Harmonic Filter"
3 PHASE RECTIFIER MATLAB SIMULINK SERIES
one capacitor banks (C1) of 150 Mvar modeled by a "Three-Phase Series RLC Load", The filters set is made of the following four components of the powerlib/Elements library: A 1000-MW resistive load is connected to the DC side through a 0.5 H smoothing reactor. The converter is connected to the system with a 1200-MVA Three-Phase transformer (three windings). The HVDC rectifier is built up from two 6-pulse thyristor bridges connected in series. To illustrate these concepts, a 1000-MW (500 kV, 2kA) HVDC rectifier is simulated. In HVDC installations, AC harmonic shunt filters are used to:ġ) reduce harmonic voltages and currents in the power system,Ģ) supply the reactive power consumed by the converter.