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Novel Applications of Inductive Method for Measuring Critical Current Density

机译:感应法在临界电流密度测量中的新应用

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The inductive method for measuring the critical current density in a high-temperature superconducting (HTS) sample has been investigated numerically. In the method, the magnetic field is generated by a small coil placed just above an HTS sample. While applying an ac current $I(t)=I_{0}sin 2pi ft$ in the coil, the third-harmonic voltage $V_{3}sin(6pi ft+theta_{3})$ induced in the coil is measured. For the purpose of numerically reproducing the inductive method, a numerical code has been developed on the basis of the finite element method and the backward Euler method. By means of the code, $I_{0}-V_{3}$ curves are determined for an HTS bulk or for double-sided HTS films on a substrate. The results of computations show that, for an HTS bulk, the accuracy of the inductive method is drastically affected by the coil position, the coil radius and the frequency. In addition, it is also found that, for double-sided films, the accuracy is significantly influenced by a substrate thickness.
机译:数值研究了用于测量高温超导(HTS)样品中的临界电流密度的感应方法。在该方法中,磁场是由放在HTS样品正上方的小线圈产生的。在线圈中施加交流电流$ I(t)= I_ {0} sin 2pi ft $时,测量线圈中感应的三次谐波电压$ V_ {3} sin(6pi ft + theta_ {3})$ 。为了数值地再现归纳法,已经在有限元法和反向欧拉法的基础上开发了一种数字代码。通过该代码,对于HTS块或基板上的双面HTS膜确定$ I_ {0} -V_ {3} $曲线。计算结果表明,对于HTS本体,电感方法的精度受线圈位置,线圈半径和频率的影响很大。另外,还发现,对于双面膜,精度受到基板厚度的显着影响。

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