Generalization of Landau's Laminar Model to Superconducting Plate with Finite Thickness
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概要
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Landau's laminar model is generalized to the case of a plate with finite thicknessd by considering the mutual influence of its both-side surfaces. By using a modifiedSchwartz-Christoffel transformation and a conformal mapping, the parametricexpression of N-S boundaries has been derived. The quantities, such as domainperiod and fraction of the normal phase, which realize the feature of laminae aregiven in the form of parametric expression. The computed result based on freeenergy minimization depends on characteristic parameter Add, where A is thesurface energy parameter. It is also shown that the present result agrees with theexperimental result by Davies on the reduction of the critical field of a thin platein a perpendicular magnetic field.
- 社団法人日本物理学会の論文
- 1978-01-15
著者
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Miyazaki Tomoyuki
Department Of Physics Faculty Of Science Kyusyu University
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Miyazaki Tomoyuki
Department Of Anesthesiology And Critical Care Medicine Yokohama City University Graduate School Of
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