The efficiency of conventional induction heaters used in industrial processing of metals approaches 100% when materials with high magnetic permeability are concerned, whereas it reduces to about 50-60% when non magnetic metals such as aluminum or copper are considered. In order to improve the efficiency, a novel scheme of induction heater for non magnetic metal billets has been recently proposed. The idea is to force the billet to rotate the in a static magnetic field produced by a DC superconducting magnet, thus converting in thermal power all the supplied mechanical power. Since a static superconducting magnet has no losses, the efficiency of such a system coincides with the efficiency of the motor used, which for large powers is beyond 90%. In this paper the feasibility of such an heater is numerically investigated.
M. Fabbri, A. Morandi, F. Negrini (2004). Temperature distribution in aluminium billets heated by rotation in static magnetic field produced by superconducting magnets. PADOVA : S. Lupi.
Temperature distribution in aluminium billets heated by rotation in static magnetic field produced by superconducting magnets
FABBRI, MASSIMO;MORANDI, ANTONIO;NEGRINI, FRANCESCO
2004
Abstract
The efficiency of conventional induction heaters used in industrial processing of metals approaches 100% when materials with high magnetic permeability are concerned, whereas it reduces to about 50-60% when non magnetic metals such as aluminum or copper are considered. In order to improve the efficiency, a novel scheme of induction heater for non magnetic metal billets has been recently proposed. The idea is to force the billet to rotate the in a static magnetic field produced by a DC superconducting magnet, thus converting in thermal power all the supplied mechanical power. Since a static superconducting magnet has no losses, the efficiency of such a system coincides with the efficiency of the motor used, which for large powers is beyond 90%. In this paper the feasibility of such an heater is numerically investigated.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.