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An analytical approach to the thermal instability of superconducting films under high current densities

机译:超导体热不稳定性的分析方法   高电流密度下的薄膜

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摘要

Using the Green's function of the 3D heat equation, we develop an analyticalaccount of the thermal behaviour of superconducting films subjected toelectrical currents larger than their critical current in the absence of anapplied magnetic field. Our model assumes homogeneity of films and currentdensity, and besides thermal coefficients employs parameters obtained byfitting to experimental electrical field - current density characteristics atconstant bath temperature. We derive both a tractable dynamic equation for thereal temperature of the film up to the supercritical current density J^\ast(the lowest current density inducing transition to the normal state), and athermal stability criterion that allows prediction of J^\ast . For two typicalYBCO films, J^\ast predictions agree with observations to within 5%. Thesefindings strongly support the hypothesis that a current-induced thermalinstability is generally the origin of the breakdown of superconductivity underhigh electrical current densities, at least at temperatures not too far fromTc.
机译:利用3D热方程的格林函数,我们得出了在没有施加磁场的情况下承受大于其临界电流的电流的超导膜的热行为的分析方法。我们的模型假设薄膜的均质性和电流密度,并且热系数除采用通过拟合实验电场获得的参数外,还应考虑恒定浴温下的电流密度特性。我们推导了直至薄膜的实际温度直至超临界电流密度J ^ \ ast(导致向正常状态转变的最低电流密度)的易处理的动力学方程,以及允许预测J ^ \ ast的非热稳定性判据。对于两幅典型的YBCO胶片,Jast预测与观察值相吻合在5%以内。这些发现有力地支持了以下假设:至少在离Tc不太远的温度下,电流引起的热不稳定性通常是在高电流密度下超导性击穿的根源。

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