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Inductive measurements of third-harmonic voltage and critical current density in bulk superconductors

机译:三次谐波电压和临界电流的感应测量   体超导体密度

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摘要

We propose an inductive method to measure critical current density $J_c$ inbulk superconductors. In this method, an ac magnetic field is generated by adrive current $I_0$ flowing in a small coil mounted just above the flat surfaceof superconductors, and the third-harmonic voltage $V_3$ induced in the coil isdetected. We present theoretical calculation based on the critical state modelfor the ac response of bulk superconductors, and we show that thethird-harmonic voltage detected in the inductive measurements is expressed as$V_3= G_3\omega I_0^2/J_c$, where $\omega/2\pi$ is the frequency of the drivecurrent, and $G_3$ is a factor determined by the configuration of the coil. Wemeasured the $I_0$-$V_3$ curves of a melt-textured $\rm YBa_2Cu_3O_{7-\delta}$bulk sample, and evaluated the $J_c$ by using the theoretical results.
机译:我们提出一种电感方法来测量临界电流密度$ J_c $散装超导体。在该方法中,通过在刚好位于超导体平面上方的小线圈中流动的驱动电流$ I_0 $产生交流磁场,并检测线圈中感应的三次谐波电压V_3 $。我们提出了基于临界状态模型的块状超导体交流响应的理论计算,并表明在电感测量中检测到的三次谐波电压表示为:$ V_3 = G_3 \ omega I_0 ^ 2 / J_c $,其中$ \ omega / 2 \ pi $是驱动电流的频率,$ G_3 $是由线圈的配置决定的因数。我们测量了熔融纹理的$ \ rm YBa_2Cu_3O_ {7- \ delta} $散装样品的$ I_0 $-$ V_3 $曲线,并使用理论结果评估了$ J_c $。

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