DocumentCode
3143264
Title
Numerical solution of time dependent magnetic fields taking into account the motion of parts of construction
Author
Szymahski, G. ; Turkot, Adam
Author_Institution
Instytut Sterowania i Inzynierii Systemow, Politechnika Poznanska, Poznan, Poland
fYear
2002
fDate
9-11 Nov. 2002
Firstpage
133
Lastpage
136
Abstract
In many technical devices, such as magnetic systems, switches etc., the knowledge of time dependent field distribution is of great importance for the constructor. It makes it possible to investigate the behavior of the device under different operating conditions before it is built and gives valuable insights of the function. By this approach improvements can be determined and the time and cost can be saved. The paper outlines a computer program for the calculation of 2D time dependent magnetic fields using the finite difference method. All significant influences such as the nonlinearity of material characteristics, arbitrary distribution of exciting current densities or voltages, excitation by a coil with given voltage and motion of parts of construction can be taken into account. The velocity of motion may be a given function of time or may be obtained by solving the equation of motion. The program contains both a preprocessor and a sophisticated post-processor, which allows one to calculate any quantity as a function of time, which can be derived from the vector-potential.
Keywords
differential equations; electrical engineering computing; electromagnetic wave propagation; finite difference methods; magnetic fields; differential equation; equation of motion; finite difference method; magnetic field distribution; magnetic vector potential; time dependent magnetic flux density; Building materials; Costs; Current density; Finite difference methods; Magnetic devices; Magnetic fields; Magnetic materials; Magnetic switching; Switches; Voltage;
fLanguage
English
Publisher
ieee
Conference_Titel
Robot Motion and Control, 2002. RoMoCo '02. Proceedings of the Third International Workshop on
Print_ISBN
83-7143-429-4
Type
conf
DOI
10.1109/ROMOCO.2002.1177097
Filename
1177097
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