Please use this identifier to cite or link to this item: http://hdl.handle.net/10553/70046
Title: Cell method and modified nodal method in eddy current electromagnetic problems
Authors: Simón, L.
Monzón, J. M. 
UNESCO Clasification: 3306 Ingeniería y tecnología eléctricas
Keywords: Finite Formulation
Implicit Euler Method
Modified Nodal Method
Transient State
Issue Date: 2011
Journal: Renewable Energy And Power Quality Journal
Abstract: This paper present an approximation of an electromagnetic eddy current problem in 2D coupled with circuital equations, using the Finite Formulation of Electromagnetics Fields and the modified nodal method. The definition equations of the two conductor models (filiform and solid types) are deducted with this formulation. The analysis is performed at steady state and transient state. To the transient state, a classical scheme of time discretization is used with the implicit Runge-Kutta method for two states. As validation method have been compared results between Finite Element Method and Finite Formulation of Electromagnetics Fields.
URI: http://hdl.handle.net/10553/70046
DOI: 10.24084/repqj09.606
Source: Renewable Energy and Power Quality Journal,v. 1 (9), p. 1233-1238
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