Abstract With the help of the decimation ansatz of the renormlization group, the dependence of critical temperature on a transverse magnetic field is calculated analytically for a quasi-one-dimensional disordered superconductor model, based on the de Gennes-Skal-Shklovskii (dGSS) picture of the large cluster in a percolation system. Our results are in good agreement with those given by Halley's scaling theory.
Received: 08 July 1992
Accepted manuscript online:
PACS:
74.62.-c
(Transition temperature variations, phase diagrams)
(Specific approaches applied to studies of phase transitions)
Fund: Project supported by the National Natural Science Foundation of China and the HUST Natural Science Foundation.
Cite this article:
YI LIN (易林), XIAO YI (肖奕), YAO KAI-LUN (姚凯伦) CRITICAL TEMPERATURE FOR A MODEL QUASI-ONE-DIMENSIONAL DISORDERED SUPERCONDUCTOR 1993 Acta Physica Sinica (Overseas Edition) 2 458
Different behavior of upper critical field in Fe1-xSe single crystals Shunli Ni(倪顺利), Wei Hu(胡卫), Peipei Shen(沈沛沛), Zhongxu Wei(魏忠旭), Shaobo Liu(刘少博), Dong Li(李栋), Jie Yuan(袁洁), Li Yu(俞理), Kui Jin(金魁), Fang Zhou(周放), Xiaoli Dong(董晓莉), Zhongxian Zhao(赵忠贤). Chin. Phys. B, 2019, 28(12): 127401.
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