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39篇 您的检索式：作者名="D Labridis"

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	题名	作者	年代	出处	被引量
1	Finite element computation of field,forces and inductances in underground SF6 insulated cables using a coupled magneto-thermal formulation显示文摘	Labridis D hatziathanassiou V	1994	IEEE Transactions on Magnetics1994，30，4：	1
2	Ampacity of low-voltage power cables under nonsinu-soidal currents显示文摘	DEMOULIAS C LABRIDIS D P DOKOPOULOS P S	2007	IEEE Transactions on Power Delivery2007，22，1：	1
3	An artificial intelligence system for a complex electromagnetic field problem: part I: finite element calculation and fuzzy logic development显示文摘	SATSIOS K J LABRIDIS D P DOKOPOULOS P S	1999	IEEE Trans Magn1999，35，1：	1
4	An artificial intelligence system for a complex electromagnetic field problem: part II: method implementation and performance analysis显示文摘	SATSIOS K J LABRIDIS D P DOKOPOULOS P S	1999	IEEE Trans Magn1999，35，1：	1
5	Parametric short-circuit force analysis of threephase busbars-a fully automated finite element approach显示文摘	TRIANTAFYLLIDIS D G DOKOPOULOS P S LABRIDIS D P	2003	IEEE Transactions on Power Delivery2003，18，2：	1
6	Electromagnetic forces in three-phase rigid busbars with rectangular cross-sections显示文摘	Labridis D P Dokopoulos P S	1996	IEEE Transactions on Power Delivery1996，11，2：	1
7	A hybrid method for calculating the inductive interference caused by faulted power lines to nearby pipelines显示文摘	Christoforidis G C Labridis D P Dokopoulos P S	2005	IEEE Transactions on Power Delivery2005，20，2：	1
8	Calculation of overhead transmission line impedances a finite element approach显示文摘	Triantafyllidis D G Papagiannis G K Labridis D P	1999	IEEE Transactions on Power Delivery1999，14，1：	1
9	A generalized model for the calculation of the impedances and admittances of overhead power lines above stratified earth显示文摘	PAPADOPOULOS T A PAPAGIANNIS G K LABRIDIS D P	2010	Electric Power Systems Research2010，，80：	1
10	A Hybrid Method for Calculating the Inductive Interference Caused by Faulted Power Lines to Nearby Pipelines显示文摘	Christoforidis G C Labridis D P Dokopoulos P S	2005	IEEE Transactions on Power Delivery2005，20，2：	1
11	Implementing multiagent systems technology for power distribution network control and protection management显示文摘	BAXEVANOS I S LABRIDIS D P	2007	IEEE Trans on Power Delivery2007，22，1：	1
12	Inductive interference calculation on imperfect coated pipelines due to nearby faulted parallel transmission lines显示文摘	CHRISTOFORIDIS G C LABRIDIS D P DOKOPOULOS P S	2003	ElectricPower Syst Res2003，66，2：	1
13	A hybrid method for calculating the in- ductive interference caused by fault power lines to nearby buried pipelines 显示文摘	CHRISTOFORIDIS G C LABRIDIS D P DOKO- POULOS P S	2005	IEEE Transactions on Power Delivery2005，20，2：	1
14	Finite Element Computation of Eddy Cur- rent Losses in Nonlinear Ferromagnetic Sheaths of Three-Phase Power Cables 显示文摘	D Labridis P Dokopoulos	1994	IEEE Transactions on Magnetics1994，30，4：	1
15	Inductive interference calculation on imperfect coated pipelines due to nearby fault parallel transmission lines 显示文摘	CHRISTOFORIDIS G C LABRIDIS D P DOKO- POULOS P S	2003	Electric Power Systems Re- search2003，66，2：	1
16	Finite element computation of field, losses and forces in a three-phase gas cable with nonsymmetrical conductor arrangement显示文摘	Labridis D Dokopotflos P	1988	IEEE Transactions on Power Delivery1988，3，4：	1
17	Parametric short-circuit force analysis of three-phase busbars-a fully automated finite element approach 显示文摘	TRIANTAFYLLIDIS D G DOKOPOULOS P S LABRIDIS D P	2003	IEEE Transactions on Power Delivery2003，，2：	1
18	Implementing multi-agent systems technology for power distribution network control and protection management显示文摘	Baxevanos I S Labridis D P	2007	IEEE Transactions on Power Delivery2007，22，1：	1
19	Electromagnetic forces in three-phase rigid busbars with rectangular cross-sections 显示文摘	LABRIDIS D P DOKOPOULOS P S	1996	IEEE Transactions on Power Delivery1996，11，2：	1
20	Implementing multi-agent systems technology or power distribution network control and protection management 显示文摘	BAXEVANOS I S LABRIDIS D P	2007	IEEE Trans on Power Delivery2007，22，1：	1

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