Relaxation algorithm in description of superconducting structures
Relaxation algorithm in description of superconducting structures
复制标题
超导结构描述中的松弛算法
DOI：
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发表时间：
2015
期刊：
影响因子：
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通讯作者：
M. Zubert
中科院分区：
文献类型：
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作者：
K. Pomorski;P. Prokopow;M. Zubert
在Ginzburg-Landau（GL）形式下，对一维和二维的简单超导情形给出了弛豫方法。对GL方程的非时变和时变情况给出了算法的结构。指出了该算法的优缺点。用松弛算法解决了非常规约瑟夫森结（uJJ）、改进型uJJ、基于uJJ的SQUID和超导限流器的特殊情况。描述了松弛算法的伪影。
Relaxation method is described on simple superconducting cases in one and two dimensions in Ginzburg-Landau (GL) formalism. The structure of the algorithm is given for the case time independent and time dependent GL equation. The advantages and disadvantages of the algorithm are specified. Particular cases solved by the relaxation algorithm is unconventional Josephson junction (uJJ), modified uJJ, SQUID built on the base of uJJ and superconduting current limiter. The artifacts of relaxation algorithm are described.