用T-A公式和电路建模的双交叉回路磁轴承

IF 5.6 Q1 ENGINEERING, ELECTRICAL & ELECTRONIC
Bárbara Maria Oliveira Santos , Gabriel dos Santos , Flávio Goulart dos Reis Martins , Felipe Sass , Guilherme Gonçalves Sotelo , Rubens de Andrade Junior , Francesco Grilli
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引用次数: 0

摘要

由涂层导体制成的高温超导线圈的应用已经研究了多年。这种线圈的一种可能配置是无接头回路,也称为环形线圈。双交叉线圈(DCLC)已成功应用于超导磁轴承(SMB)。具有DCLC的SMB的设计需要灵活的建模,以允许表示设备的所有部分。这项工作提出了具有薄膜近似的T-A公式,用于在有限元分析框架中用DCLC建模SMB。系统的2D表示与外部电路耦合,以对表示每个无缝回路的部分的线路的连续性进行建模。为了耦合T-A公式和电路,将具有电阻和电感分量的总电场的平均值应用于电路。由电路计算的总电流被应用于T-A公式。通过与悬浮力实验数据的比较,验证了所提出的方法。模拟了两种类型的试验:五种悬浮力试验和三种导向力试验。结果表明,与高损耗状态相关的悬浮力的行为是有限的。低于此限制,DCLC的堆栈表现为等效的批量。超过这个极限,高损耗状态表现为悬浮力的线性增长。还表明,这种垂直位移的高损失状态会影响侧向力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Magnetic bearings with double crossed loops modelled with T-A formulation and electric circuits

The application of High-Temperature Superconductor (HTS) coils made of coated conductors has been investigated for many years. A possible configuration for such coils is the jointless loop, also known as the ring coil. The double crossed loop coil (DCLC) has been successfully applied in superconducting magnetic bearings (SMBs). The design of SMBs with DCLCs requires flexible modelling to allow all parts of the device to be represented. This work proposes the T-A formulation with a thin-film approximation for modelling SMB with DCLCs in the finite element analysis framework. A 2D representation of the system is coupled with an external electric circuit to model the continuity of the lines that represent the parts of each jointless loop. To couple the T-A formulation and the circuit, an average of the total electric field, with both resistive and inductive components, is applied to the circuit. The total current computed by the circuit is applied to the T-A formulation. The proposed methodology was validated by comparison with levitation force experimental data. Two types of tests were simulated: five levitation force tests and three guidance force tests. It is shown that there is a limit to the behaviour of the levitation force related to the high-loss state. Below this limit, the stack of DCLCs behaves as an equivalent bulk. Beyond this limit, a high-loss state appears as a linear growth of the levitation force. It is also shown that this high-loss state in vertical displacement influences the lateral force.

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CiteScore
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