Set of functions used to calculate hybrid positive-sequence/three-phase impedance matrices for transformers
This package contains a set of functions used to calculate hybrid positive-sequence/three-phase impedance matrices depending on the transformer connection, and if positive, negative and zero Norton equivalent impedances are considered to have finite values.
Extends from Modelica.Icons.Package (Icon for standard packages).
| Name | Description |
|---|---|
| Calculation of impedance matrices for a grounded-wye-grounded-wye-connected hybrid transformer. | |
| Calculation of impedance matrices for a delta-delta-connected hybrid transformer. | |
| Calculation of impedance matrices for a wye-wye-connected hybrid transformer. | |
| Calculation of hybrid impedance matrices for a delta-grounded-wye-connected three-phase transformer. | |
| Calculation of hybrid impedance matrices for a grounded-wye-delta-connected three-phase transformer. | |
| Calculation of hybrid impedance matrices for a wye-delta-connected three-phase transformer. | |
| Calculation of hybrid impedance matrices for a delta-wye-connected three-phase transformer. | |
| Calculation of impedance matrices for a grounded-wye-wye-connected hybrid transformer. | |
| Calculation of impedance matrices for a wye-grounded-wye-connected hybrid transformer. | |
| Calculation of impedance matrices for a grounded-wye-grounded-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. | |
| Calculation of impedance matrices for a delta-delta-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. | |
| Calculation of impedance matrices for a wye-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. | |
| Calculation of impedance matrices for a grounded-wye-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. | |
| Calculation of impedance matrices for a wye-grounded-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Yg_YgCalculation of impedance matrices for a grounded-wye-grounded-wye-connected hybrid transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary and secondary windings connected in grounded-wye (grounded-wye). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
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| R | |
| tap |
| Name | Description |
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| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.D_DCalculation of impedance matrices for a delta-delta-connected hybrid transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary and secondary windings connected in delta. In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
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| X | |
| R | |
| tap |
| Name | Description |
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| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Y_YCalculation of impedance matrices for a wye-wye-connected hybrid transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary and secondary windings connected in wye (star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
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| X | |
| R | |
| tap |
| Name | Description |
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| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.D_YgCalculation of hybrid impedance matrices for a delta-grounded-wye-connected three-phase transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in delta and its secondary windings connected in grounded-wye (grounded-star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
|---|---|
| X | |
| R | |
| tap |
| Name | Description |
|---|---|
| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Yg_DCalculation of hybrid impedance matrices for a grounded-wye-delta-connected three-phase transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in grounded-wye (grounded-star) and its secondary windings connected in delta. In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
|---|---|
| X | |
| R | |
| tap |
| Name | Description |
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| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Y_DCalculation of hybrid impedance matrices for a wye-delta-connected three-phase transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in wye (star) and its secondary windings connected in delta. In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
|---|---|
| X | |
| R | |
| tap |
| Name | Description |
|---|---|
| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.D_YCalculation of hybrid impedance matrices for a delta-wye-connected three-phase transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in delta and its secondary windings connected in wye (star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
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| X | |
| R | |
| tap |
| Name | Description |
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| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Yg_YCalculation of impedance matrices for a grounded-wye-wye-connected hybrid transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in grounded-wye (grounded-star) and its secondary windings connected in wye (star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
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| X | |
| R | |
| tap |
| Name | Description |
|---|---|
| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Y_YgCalculation of impedance matrices for a wye-grounded-wye-connected hybrid transformer.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in wye (star) and its secondary windings connected ingrounded-wye (grounded-star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have infinite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
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| X | |
| R | |
| tap |
| Name | Description |
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| V[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Yg_Yg_FinImpCalculation of impedance matrices for a grounded-wye-grounded-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary and secondary windings connected in grounded-wye (grounded-star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have finite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
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| X | |
| R | |
| tap | |
| Y012[1, 18] |
| Name | Description |
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| Y[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.D_D_FinImpCalculation of impedance matrices for a delta-delta-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary and secondary windings connected in delta. In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have finite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
|---|---|
| X | |
| R | |
| tap | |
| Y012[1, 18] |
| Name | Description |
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| Y[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Y_Y_FinImpCalculation of impedance matrices for a wye-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary and secondary windings connected in wye (star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have finite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
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| X | |
| R | |
| tap | |
| Y012[1, 18] |
| Name | Description |
|---|---|
| Y[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Yg_Y_FinImpCalculation of impedance matrices for a grounded-wye-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in grounded-wye (grounded-star) and its secondary windings connected in wye (star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have finite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
|---|---|
| X | |
| R | |
| tap | |
| Y012[1, 18] |
| Name | Description |
|---|---|
| Y[1, 32] |
OpenIPSL.Electrical.ThreePhase.Branches.MonoTri.TransformerFcn.Y_Yg_FinImpCalculation of impedance matrices for a wye-grounded-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account.
This function calculates impedance matrices of a hybrid positive-sequece/three-phase transformer modeled as a pi-equivalent.
The transformer that uses this function should have its primary windings connected in wye (star) and its secondary windings connected in grounded-wye (grounded-star). In addition, this function considers that positive-, negative-, and zero-sequence Norton equivalent impedances have finite values.
Extends from Modelica.Icons.Function (Icon for functions).
| Name | Description |
|---|---|
| X | |
| R | |
| tap | |
| Y012[1, 18] |
| Name | Description |
|---|---|
| Y[1, 32] |