Biography

Dr. Marco Breschi
Department of Electrical Engineering
University of Bologna, Italy
Assistant Professor


Email: marco.breschi@unibo.it


Qualifications
2001 Ph.D., University of Bologna, Electrical Engineering
1997 M.E., University of Bologna, Electrical Engineering


Publications (selected)

  1. M. Breschi, P. L. Ribani, H. Bajas, A. Devred, “Modeling of the electro-mechanical behavior of ITER Nb3Sn cable in conduit conductors”, Superconductor Science and Technology, Vol. 25, 0953-2048, 2012.
  2. M. Colonna, M. Breschi, A. Mazzoni, F. Nato, A. Ruggeri, C. Nucci, F. R. Tay, D. H. Pashley, L. Breschi, “Effects of pH, ionic strength, and applied voltage on migration of dental monomers in an organic matrix”, Dental Materials, Vol. 27, n. 11, pp. 1180-1186, 2011.
  3. M. Breschi, V. Corato, C. Fiamozzi Zignani, P. L. Ribani, “Analysis of Transverse Resistance Measurements in  Superconducting Wires”, IEEE Transactions on Applied Superconductivity, Vol. 21, n. 3, pp. 2372 – 2375, 2011.
  4. M. Breschi, P. L. Ribani, “Electromagnetic Modeling of the Jacket in Cable-in-Conduit Conductors”, IEEE Transactions on Applied Superconductivity, Vol. 18, n. 1,  pp. 18 – 28, 2008.
  5. M. Breschi, P. L. Ribani, X. Wang, J. Schwartz, “Theoretical explanation of the non-equipotential quench behaviour in Y–Ba–Cu–O coated conductors”, Superconductor Science and Technology 20 L9 – L11, 2007.
  6. M. Breschi, A. Cristofolini, “Experimental and Numerical Analysis of Stray Field from Transformers”, IEEE Transactions on Magnetics, Volume 43,  Issue 11, pp. 3984 – 3990, 2007.
  7. C. Borghi, M. Breschi, A. Cristofolini, M. R. Carraro, “An application of the Inexact Newton Method in Nonlinear Magnetostatics”, IEEE Transactions on Magnetics, Vol. 40, n.2, pp 1076 – 1079, 2004.
  8. C. Borghi, M. Breschi, A. Cristofolini, M. R. Carraro, “An application of the Inexact Newton Method in Nonlinear Magnetostatics”, IEEE Transactions on Magnetics, Vol. 40, n.2, pp 1076 – 1079, 2004.
  9. L. Bottura, M. Breschi, M. Fabbri, “Analytical Solution for the Current Distribution in Multistrand Superconducting Cables”, Journal of Applied Physics,  Vol. 92, 12, pp. 7571 – 7580, 2002. Selected for online publication in the “Virtual Journal of Applied Superconductivity”.

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