원문정보
초록
영어
Critical current of high-temperature superconducting (HTS) coil is influenced by its own self magnetic field. Direction and density distribution of the magnetic field around the coil are fixed after the shape of the coil is decided. If the entire part of the HTS tape has homogeneous Ic distribution characteristic, quench would be initiated in fixed location on the coil. However, the actual HTS tape has inhomogeneous Ic distribution along the length. If the Ic distribution of the HTS tape is known, we can expect the spot within the HTS coil that has the highest probability to initiate the quench. In this paper, Ic distribution within the HTS coil under self-field effect is simulated by MATLAB. In the simulation procedure, Ic distribution of the entire part of the HTS tape is assume d to follow Gaussian-distribution by central limit theorem. The HTS coil model is divided into several segments, and the critical current of each segment is calculated based on the-generalized Kim model. Single pancake model is simulated and self-field of HTS coil is calculated by Biot-Savart’s law. As a result of simulation, quench-initiating spot in the actual HTS coil can be predicted statistically. And that statistical analysis can help detect or protect the quench of the HTS coil.
목차
1. INTRODUCTION
2. NUMERICAL CALCULATION
2.1. Calculation method
2.2. HTS tape with homogeneous Ic distribution
2.3. HTS tape with Gaussian Ic distribution
3. CONCLUSION
REFERENCE
저자정보
참고문헌
- 1Fabrication and Tests of a 1 MJ HTS Magnet for SMES네이버 원문 이동
- 2IEEE Transactions on Applied Superconductivity Information for authors네이버 원문 이동
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- 6Critical current density of HTS single crystal YBCO thin films in applied dc field네이버 원문 이동
- 7Simulating the In-Field AC and DC Performance of High-Temperature Superconducting Coils네이버 원문 이동
- 8http://www.amsc.com/library/AMPIcBT_AN_A4_0112.pdf