Difference between revisions of "Electromechanical relay"
From ONELAB
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and Mathematics in Electrical and Electronic Engineering, 22(3):659-673, 2003.</ref> | and Mathematics in Electrical and Electronic Engineering, 22(3):659-673, 2003.</ref> | ||
| − | <ref name=Sab2004_phd> R. V. Sabariego, [http://hdl.handle.net/2268/2374 "The fast multipole method for electromagnetic field computation in numerical and physical hybrid systems"], Ph.D. thesis, University of | + | <ref name=Sab2004_phd> R. V. Sabariego, [http://hdl.handle.net/2268/2374 "The fast multipole method for electromagnetic field computation in numerical and physical hybrid systems"], Ph.D. thesis, University of Liège, 2004.</ref> |
</references> | </references> | ||
<div class="references-small"> <references /> </div> | <div class="references-small"> <references /> </div> | ||
Revision as of 07:40, 4 December 2013
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2D model of an electro-mechanical relay.
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Download model archive (relay.zip) |
Additional information
The example contains:
- relay.pro: 2D model of a linear actuator [1][2]. It comprises a yoke, two permanent magnets, two coils and a mover. The yoke and the mover are made of iron. Eddy currents in the magnets and in the laminated yoke and mover are neglected. The permanent magnets constitute a magnetic lock that keeps the mover either in the upper or lower position tending to diminish the residual airgap. The mover is moved down or up by applying a voltage pulse to one of the coils. The commutation is facilitated by two springs.
References
- ↑ R. V. Sabariego, J. Gyselinck, C. Geuzaine, P. Dular, W. Legros, "Application of the fast multipole method to the 2D finite element-boundary element analysis of electromechanical devices", COMPEL: The International Journal for Computation and Mathematics in Electrical and Electronic Engineering, 22(3):659-673, 2003.
- ↑ R. V. Sabariego, "The fast multipole method for electromagnetic field computation in numerical and physical hybrid systems", Ph.D. thesis, University of Liège, 2004.
