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外磁场中多种长宽比的矩形超导网络相边界

THE PHASE BOUNDARY OF VARIOUS RECTANGLE SUPERCONDUCTING NETWORKS IN EXTENAL MAGNETIC FIELD

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【作者】 金绍维缪胜清易佑民

【Author】 Jin Shaowei\ \ Miao Shengqing\ \ Yi Youmin Department of Physics Anhui University, Hefei Anhui

【机构】 安徽大学物理系

【摘要】 本文从超导网络相变基本方程出发,研究了基元回路为多种长宽比的矩形网络的相边界,得到网络的相边界曲线是磁通量(即磁场H)的周期函数,而一个周期内的相边界曲线具有镜像对称性.网络的临界温度Tc(H)在镜像点处具有极大值.

【Abstract】 Studied in this paper, is the question about the phase boundary of superconducting network which is composed of various rectangle unit loops from the basic equation of the network phase transition. It is found that the phase boundary curve of the networks are periodic functions of the magnetic flux (i.e.external magnetic fieid H ), and while the phase boundary curve of a period is mirror symmetric. The critical temperature T c(H) of the network is corresponding to maxima values when the curve is located in mirror symmetric point.

  • 【文献出处】 低温物理学报 ,CHINESE JOURNAL OF LOW TEMPERATURE PHYSICS , 编辑部邮箱 ,1997年03期
  • 【分类号】O511
  • 【被引频次】4
  • 【下载频次】15
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