modelACACConverter
Extends from AixLib.Electrical.Icons.RefAngleConversion, AixLib.Electrical.Interfaces.PartialConversion.
Information
This is an AC/AC converter, based on a power balance between both circuit sides. The parameter conversionFactor defines the ratio between the RMS voltages as
V2 = conversionFactor V1
where V1 and V2 are the RMS voltages at the primary and secondary sides of the transformer, i.e., the connector N and P, respectively.
The loss of the converter is proportional to the power transmitted.
The parameter eta is the efficiency of the transfer.
The loss is computed as
Ploss = (1-η) Ptr,
where Ptr is the power transmitted. The model is bi-directional and the power can flow from the primary to the secondary side and vice-versa. Furthermore, reactive power on both side are set to zero.
Note:
This model is derived from Modelica.Electrical.QuasiStatic.SinglePhase.Utilities.IdealACDCConverter.
Parameters
| Type | Name | Default | Description |
|---|---|---|---|
| Real | conversionFactor | Ratio of QS rms voltage on side 2 / QS rms voltage on side 1 | |
| Real | eta | Converter efficiency, pLoss = (1-eta) * Ptr | |
| Ground › side 1 | |||
| Boolean | ground_1 | false | If true, connect side 1 of converter to ground |
| Ground › side 2 | |||
| Boolean | ground_2 | true | If true, connect side 2 of converter to ground |
Components
| Type | Name | Default | Description |
|---|---|---|---|
| Modelica.Units.SI.Power[2] | LossPower | Loss power |
Revisions
-
January 30, 2019, by Michael Wetter:
Added missingreplaceablefor the terminal. -
September 4, 2014, by Michael Wetter:
Revised model. -
August 5, 2014, by Marco Bonvini:
Revised documentation. -
June 9, 2014, by Marco Bonvini:
Revised implementation and addedstateSelectstatement to use the currenti[:]on the connectors as iteration variable for the initialization problem. -
January 29, 2012, by Thierry S. Nouidui:
First implementation.