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 |
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Yg_Yg | Calculation of impedance matrices for a grounded-wye-grounded-wye-connected hybrid transformer. |
D_D | Calculation of impedance matrices for a delta-delta-connected hybrid transformer. |
Y_Y | Calculation of impedance matrices for a wye-wye-connected hybrid transformer. |
D_Yg | Calculation of hybrid impedance matrices for a delta-grounded-wye-connected three-phase transformer. |
Yg_D | Calculation of hybrid impedance matrices for a grounded-wye-delta-connected three-phase transformer. |
Y_D | Calculation of hybrid impedance matrices for a wye-delta-connected three-phase transformer. |
D_Y | Calculation of hybrid impedance matrices for a delta-wye-connected three-phase transformer. |
Yg_Y | Calculation of impedance matrices for a grounded-wye-wye-connected hybrid transformer. |
Y_Yg | Calculation of impedance matrices for a wye-grounded-wye-connected hybrid transformer. |
Yg_Yg_FinImp | Calculation of impedance matrices for a grounded-wye-grounded-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. |
D_D_FinImp | Calculation of impedance matrices for a delta-delta-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. |
Y_Y_FinImp | Calculation of impedance matrices for a wye-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. |
Yg_Y_FinImp | Calculation of impedance matrices for a grounded-wye-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. |
Y_Yg_FinImp | Calculation of impedance matrices for a wye-grounded-wye-connected hybrid transformer. Finite values of Norton equivalent impedances are taken into account. |
Calculation 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).
Name | Description |
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R | |
tap |
Name | Description |
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V[1, 32] |
Calculation 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).
Name | Description |
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X | |
R | |
tap |
Name | Description |
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V[1, 32] |
Calculation 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).
Name | Description |
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X | |
R | |
tap |
Name | Description |
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V[1, 32] |
Calculation 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 |
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X | |
R | |
tap |
Name | Description |
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V[1, 32] |
Calculation 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 |
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X | |
R | |
tap |
Name | Description |
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V[1, 32] |
Calculation 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 |
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X | |
R | |
tap |
Name | Description |
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V[1, 32] |
Calculation 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] |
Calculation 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 |
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V[1, 32] |
Calculation 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] |
Calculation 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] |
Calculation 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 |
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X | |
R | |
tap | |
Y012[1, 18] |
Name | Description |
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Y[1, 32] |
Calculation 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 |
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Y[1, 32] |
Calculation 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 |
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X | |
R | |
tap | |
Y012[1, 18] |
Name | Description |
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Y[1, 32] |
Calculation 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 |
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X | |
R | |
tap | |
Y012[1, 18] |
Name | Description |
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Y[1, 32] |