22–27 Sept 2019
Hyatt Regency Hotel Vancouver
Canada/Pacific timezone

Thu-Mo-Po4.03-05 [16]: A Numerical Method to Calculate Spatial Harmonic Coefficients of Magnetic Fields generated by Screening Currents in an HTS Magnet

26 Sept 2019, 08:45
2h
Level 2 Posters 1

Level 2 Posters 1

Speaker

Jeseok Bang (Seoul National University)

Description

This paper presents a numerical method to calculate spatial harmonic coefficients of magnetic fields generated by screening currents in a high temperature superconductor (HTS) magnet. First, current density with screening currents considered in the individual turns of an HTS magnet is calculated using the 2D axisymmetric edge-element formulation and the domain homogenization technique. With these calculated results, the screening current distributions of all elements in the individual turns are transformed into equivalent “loop” currents at the center of mass of each element. Then, from the individual “loop” screening currents, spatial harmonic coefficients of magnetic fields may be obtained by use of combination of elliptic integral and Gaussian quadrature. We applied our approach to calculate spatial harmonic coefficients of selected HTS NMR magnets and compared them with the measured ones.

Acknowledgement
This work was supported by the National Research Foundation of Korea as a part of Mid-Career Research Program (No. 2018R1A2B3009249).

Author

Jeseok Bang (Seoul National University)

Co-authors

Mr Jaemin Kim (Seoul National University) Uijong Bong (Seoul National University) Jung Tae Lee (Seoul National University) Mr Soobin An (SeoulNationalUniversity) Chaemin Im (Seoul National University) Jeonghwan Park (Seoul National University) Seong Hyeon Park (Seoul National University) Kabindra Bhattarai (Florida State University) Seungyong Hahn (Seoul National University)

Presentation materials