Sara Bargi

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Office:	Room: K422
Address:	Sölvegatan 14A
	Department of Mathematical Physics
	Lund institute of technology
	Lund university
	Box 118, SE-221 00 Lund, SWEDEN
Telephone:	+46 46 2229088
e-mail:	sara.bargi_at_matfys.lth.se with _at_ replaced by @

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• Research interests
  Cold atom gases
  
  
• Teaching
  
  Vårterminen 2010:
  Kvantfenomen och nanoteknologi
  
  Tidigare övningsledare i:
  Relativitetsteori
  Atom- och kärnfysik med tillämpningar
  Kvantfenomen och nanoteknologi
  Laborationshandledare i:
  Nanovetenskapliga tankeverktyg
  
  
  
• Publications
  
  Ph.D. Thesis:
  Vortices and Persistent Currents in Rotating Bose Gases - a Diagonalization Approach
  
  S. Bargi, F. Malet, G. M. Kavoulakis and S. M. Reimann:
  Persistent Currents in Bose Gases Confined in Annular Traps
  Phys. Rev. A 82, 043631 (2010)
  arXiv:1009.1599
  
  H. Saarikoski, A. Harju, J. C. Cremon, S. Bargi, M. Manninen, and S. M. Reimann:
  Coreless vortices in rotating two-component quantum droplets
  Europhysics Letters 91, 30006 (2010)
  arXiv:0812.3366
  
  S. Bargi, J. Christensson, H. Saarikoski, A. Harju, G.M. Kavoulakis, M. Manninen and S.M. Reimann:
  Vortices in rotating two-component boson and fermion traps
  Physica E, Vol. 42, p411-415 (2010)
  
  J. Smyrnakis, S. Bargi, G. M. Kavoulakis, M. Magiropoulos, K. Kärkkäinen, and S. M. Reimann:
  Mixtures of Bose Gases Confined in a Ring Potential
  Phys. Rev. Lett. 103, 100404 (2009)
  arXiv:0905.2832v2
  
  Populärvetenskaplig sammanfattning av licentiatuppsats, maj 2008
  Roterande Bose-Einstein-kondensat: en populärvetenskaplig sammanfattning
  
  Licentiate thesis May 2008
  A Diagonalization Approach to Rotating Bose Gases: Multiply Quantized and Coreless Vortices
  
  J. Christensson, S. Bargi, K. Kärkkäinen, Y. Yu, G. M. Kavoulakis, M. Manninen and S. M. Reimann:
  Rotational properties of a mixture of two Bose gases
  New J. Phys. 10, 033029 (2008)
  arXiv:0704.0447v1
  
  S. Bargi, J. Christensson, G. M. Kavoulakis, and S. M. Reimann:
  Mixtures of Bose gases under rotation
  Phys. Rev. Lett. 98, 130403 (2007)
  arXiv:cond-mat/0702002v1
  
  S. Bargi, G. M. Kavoulakis, and S. M. Reimann:
  Rotating Bose-Einstein condensates confined in an anharmonic potential
  Phys. Rev. A 73, 033613 (2006)
  arXiv:cond-mat/0512503v1
  
  
  Master thesis, October 2005:
  Exact Diagonalization of a Rotating Bose-Einstein Condensate Confined in an Anharmonic Potential
  I have also written a popular summary of my master thesis: (in Swedish)
  Exakt diagonalisering av roterande Bose-Einstein-kondensat i en anharmonisk potential