This paper proposes a simple innovative formula for the calculation of the magnetic field generated by a single and a double circuit twisted three-phase power cable line. The formula results a good approximation of the rigorous analytical one and at the same time is much more accurate than the approximated formula found in literature, as demonstrated by some cases of a twisted three-phase power cable used for power distribution at the medium voltage level. The effectiveness of this simple innovative formula is also examined in the case of a double-circuit twisted three-phase power cable line following the ‘worst case’ approach and concluding at proposing an approximate expression for the total magnetic field generated by both twisted three-phase power cables.
G. Mazzanti, M. Landini, E. Kandia (2011). Innovative calculation methods of the magnetic field from single and double-circuit twisted three-phase cables used for the connection of renewable sources to the grid. INTERNATIONAL JOURNAL OF HEAT AND TECHNOLOGY, 29, n. 2, 103-110.
Innovative calculation methods of the magnetic field from single and double-circuit twisted three-phase cables used for the connection of renewable sources to the grid
MAZZANTI, GIOVANNI;LANDINI, MARCO;KANDIA, EFFROSYNI
2011
Abstract
This paper proposes a simple innovative formula for the calculation of the magnetic field generated by a single and a double circuit twisted three-phase power cable line. The formula results a good approximation of the rigorous analytical one and at the same time is much more accurate than the approximated formula found in literature, as demonstrated by some cases of a twisted three-phase power cable used for power distribution at the medium voltage level. The effectiveness of this simple innovative formula is also examined in the case of a double-circuit twisted three-phase power cable line following the ‘worst case’ approach and concluding at proposing an approximate expression for the total magnetic field generated by both twisted three-phase power cables.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.