eFTC-151201
No Bose-Einstein Condensation in Bosonic Ideal Gases |
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Author: Y. Leblanc (eFieldTheory.COM) Email: AbstractWe analyze in greater details a recently found and well behaved generic thermal distribution for small (finite) non-interacting systems which keeps track of the maximum occupational number allowed by quantum statistics. This generic distribution, which resolves the pathologies of the traditional Bose-Einstein distribution, actually describes various systems such as bosons and fermions, as well as para-bosons and para-fermions of general order p. It is proved that, for such a distribution, Bose-Einstein condensation (BEC) does not occur for bosonic or para-bosonic ideal gases. BEC can only occur in the context of interacting systems. Instead a new picture emerges incorporating particle and hole excitations for all statistics. Copyright © 2015 Yvan Leblanc. All rights reserved
PACS: 05.30.Ch, 03.70.+k, 11.10.Gh Cite as: Leblanc, Y., "No Bose-Einstein Condensation in Bosonic Ideal Gases", manuscript no. eFTC-151201 (2015). http://www.efieldtheory.com/abs/?eFTC-151201; doi:10.13140/RG.2.1.2196.7444. |
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