A numerical model to calculate the distribution of the magnetization inside a superconducting (SC) bulk, when a time-varying magnetic field is applied, is presented. The model is based on an equivalent magnetic network derived from the magneto-quasistatic form of Maxwell equations and takes into account the SC properties by defining a hysteretic material characteristic. The dynamic electromagnetic behavior of a melt-processed ring-shaped Y-Ba-Cu-O bulk using the pulsed-field magnetization (PFM) process is investigated. The predicted results on the flux trapped in the YBCO bulk by PFM process are compared with the measured ones.
Fabbri M., Morandi A., Ribani P.L. (2003). Magnetization distribution in a superconducting bulk by means of hysteretic material characteristic as constitutive law. IEEE TRANSACTIONS ON MAGNETICS, 39(3 I), 1345-1348 [10.1109/TMAG.2003.810551].
Magnetization distribution in a superconducting bulk by means of hysteretic material characteristic as constitutive law
Fabbri M.;Morandi A.;Ribani P. L.
2003
Abstract
A numerical model to calculate the distribution of the magnetization inside a superconducting (SC) bulk, when a time-varying magnetic field is applied, is presented. The model is based on an equivalent magnetic network derived from the magneto-quasistatic form of Maxwell equations and takes into account the SC properties by defining a hysteretic material characteristic. The dynamic electromagnetic behavior of a melt-processed ring-shaped Y-Ba-Cu-O bulk using the pulsed-field magnetization (PFM) process is investigated. The predicted results on the flux trapped in the YBCO bulk by PFM process are compared with the measured ones.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
