2000
DOI: 10.1016/s0378-7796(99)00075-9
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Modelling and analysis of asymmetrical three-phase distribution transformer banks with mid-tap connected to the secondary neutral conductor

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Cited by 24 publications
(13 citation statements)
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“…The open loop impedance matrix (Thevenin equivalent impedance matrix) is used to deal with PV node [13][14]23] …”
Section: Compensation For Pv Nodesmentioning
confidence: 99%
“…The open loop impedance matrix (Thevenin equivalent impedance matrix) is used to deal with PV node [13][14]23] …”
Section: Compensation For Pv Nodesmentioning
confidence: 99%
“…A pesar de la existencia de sofisticados métodos para el flujo de potencia en circuitos de distribución [7][8] [9], para reducir el tiempo de cálculo en la evaluación de la función de aptitud, se ha programado un flujo de potencia trifásico simplificado, que determina las corrientes de los tramos de línea en cada hora del día, considerando tensión nominal en todos los nodos de la red. Esto reduce considerablemente el esfuerzo de cálculo al evaluar la aptitud de decenas de miles de variantes diferentes de conexión.…”
Section: B Función De Aptitudunclassified
“…The authors of [14] present the nodal admittance matrices for nine common connections of three-phase transformers (i.e., [18]. The authors of [21] presents the phase coordinate models for five asymmetrical three-phase distribution transformer banks (i.e., GY-D, Y-D, D-D, U-V and V-V) with mid-tap connected to the secondary neutral conductor; the models in [20] are proposed for the single-phase, V-, and Scott connections of transformers; the phase-coordinate transformer models in [24] can take into account the effects of inter-phase coupling, particularly the lowered impedance of three-phase units to zero-sequence magnetizing currents. If necessary, the nodal admittance matrices for other particular types of transformers can also be developed using the methods in [16], [20] or [24].…”
Section: A Nodal Admittance Matrix Model Of Transformersmentioning
confidence: 99%