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2-Level Converter (Average)
The 2-level converter (Average) non-rectifier mode can be used in applications such as the integration of renewable energy sources and motor drives. It models a three-phase power converter of the VSC (Voltage Source Converter) type. This converter is modeled using a switching function model directly controlled by the reference voltage so that a PWM generator is not required. In addition the rectifier mode is not simulated.
NOTE: In order to obtain accurate results, the options Activate iterative method and Solve control inputs before solving power in Simulation Settings must be selected when using this component.
Mask and Parameters
Parameter Name | Description | Unit | Variable = {Possible Values} |
---|---|---|---|
Description | Use this field to add all kinds of information about the component | Description = {'string'} | |
AC voltage source resistance | Internal resistance of the AC voltage sources | Ohm | Rac = { [1e-12, 1e12] } |
DC current source parallel resistance | Internal resistance in parallel with the DC current source | Ohm | Rdc = { [1e-12, 1e12] } |
Ports, Inputs, Outputs and Signals Available for Monitoring
Ports
Name | Description |
---|---|
net_1 | Network connector on the AC side (supports only 3-phase connections) |
DCplus | Network connector on the DC side. The + sign indicates this is the positive end (supports only 1-phase connections) |
DCminus | Network connector on the DC side. The - sign indicates this is the negative end (supports only 1-phase connections) |
Inputs
Name | Description |
---|---|
Vref | Vectorized signal containing three reference voltages to control the converter. |
Outputs
Name | Description |
---|---|
V | Vectorized voltage signal containing the phase-ground voltage of the AC side (Va, Vb and Vc) and the DC link (Vdc). |
I | Vectorized current signal containing the phase-ground current of the AC side (Ia, Ib and Ic) and the current of the DC link (Idc). |
Sensors
Name | Description | Unit |
---|---|---|
Vref[Va] | Phase-ground reference voltage signal for controlling AC source in phase A. | p.u. |
Vref[Vb] | Phase-ground reference voltage signal for controlling AC source in phase B. | |
Vref[Vc] | Phase-ground reference voltage signal for controlling AC source in phase C. | |
V[Va] | Voltage signal of phase A from the AC side of the converter. | V |
V[Vb] | Voltage signal of phase B from the AC side of the converter. | |
V[Vc] | Voltage signal of phase C from the AC side of the converter. | |
V[Vdc] | Voltage signal from the DC link of the converter. | |
I[Ia] | Current signal of phase A from the AC side. | A |
I[Ib] | Current signal of phase B from the AC side. | |
I[Ic] | Current signal of phase C from the AC side. | |
I[Idc] | Current signal of DC link. |
Additional Information
The converter is modeled by a switching function model. The switches are replaced by three voltage sources per phase on the AC side and a current source on the DC side.
The figure below shows the internal circuit of the converter. Although the topology of the converter is similar to that of the Full-bridge converter (Switching Function), the equations for controlling the amplitude of voltage and current sources are different.
The converter is directly controlled by the reference voltage so that a PWM generator is not required. In addition the rectifying operations are not simulated.
Limitations
This model does not participate in the load flow solution.
References
MathWorks, Two-Level Converter Mathworks.com. https://www.mathworks.com/help/physmod/sps/powersys/ref/twolevelconverter.html
M. H. Rashid, Power electronics handbook, 4th ed. Butterworth-Heinemann, 2017
See Also
OPAL-RT TECHNOLOGIES, Inc. | 1751, rue Richardson, bureau 1060 | Montréal, Québec Canada H3K 1G6 | opal-rt.com | +1 514-935-2323
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