Functional Integral Method on Superconducting Critical Phenomena. II : A Zero-Dimensional Superconductor
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Using the functional integral method developed in a previous work, critical phenomena in a small superconducting particle are examined in the whole temperature range. It is shown that the mean square value of fluctuation becomes of the order (p_0R)^<-1>(ξ_0/R)^<1/2> just at the transition point, R being a radius of the particle, ξ_0 the BCS coherence length and p_0 the Fermi momentum.
- 理論物理学刊行会の論文
- 1972-09-25
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