arXiv:1104.5447 [cond-mat.stat-mech]AbstractReferencesReviewsResources
Casimir Energy and Entropy in the Sphere--Sphere Geometry
Published 2011-04-28, updated 2011-06-14Version 2
We calculate the Casimir energy and entropy for two spheres described by the perfect metal model, plasma model, and Drude model in the large separation limit. We obtain nonmonotonic behavior of the Helmholtz free energy with separation and temperature for the perfect metal and plasma models, leading to parameter ranges with negative entropy, and also nonmonotonic behavior of the entropy with temperature and the separation between the spheres. This nonmonotonic behavior has not been found for Drude model. The appearance of this anomalous behavior of the entropy is discussed as well as its thermodynamic consequences.
Related articles: Most relevant | Search more
Casimir energy of smooth compact surfaces
arXiv:1403.3439 [cond-mat.stat-mech] (Published 2014-03-13)
Casimir energy of a cylindrical shell of elliptical cross section
arXiv:cond-mat/0505050 (Published 2005-05-02)
On the connection between Random Waves and Quantum Fields. Duality between nodal lines statistic and the Casimir energy