Remagnetization of bulk high-temperature superconductors subjected to crossed and rotating magnetic fields

TL;DR

This study investigates how bulk high-temperature superconductors, specifically YBCO, can be remagnetized after partial demagnetization caused by crossed and rotating magnetic fields, combining experimental and numerical analysis.

Contribution

It provides new insights into the remagnetization process of YBCO superconductors under complex magnetic field sequences using combined experimental and numerical methods.

Findings

Rotating magnetic fields are more effective for remagnetization than static pulses.

Partial remagnetization can be achieved with small applied fields.

Numerical models qualitatively reproduce experimental remagnetization behavior.

Abstract

Bulk melt-processed Y-Ba-Cu-O (YBCO) has significant potential for a variety of high field permanent magnet-like applications, such as the rotor of a brushless motor. When used in rotating devices of this kind, however, the YBCO can be subjected to both transient and alternating magnetic fields that are not parallel to the direction of magnetization and which have a detrimental effect on the trapped field. These effects may lead to a long-term decay of the magnetization of the bulk sample. In the present work, we analyze both experimentally and numerically the remagnetization process of a melt-processed YBCO single domain that has been partially demagnetized by a magnetic field applied orthogonal to the initial direction of trapped flux. Magnetic torque measurements are used as a tool to probe changes in the remanent magnetization during various sequences of applied field. The application of a small magnetic field between the transverse cycles parallel to the direction of original magnetization results in partial remagnetization of the sample. Rotating the applied field, however, is found to be much more efficient at remagnetizing the bulk material than applying a magnetizing field pulse of the same amplitude. The principal features of the experimental data can be reproduced qualitatively using a two-dimensional finite-element numerical model based on an E-J power law. Finally, the remagnetization process is shown to result from the complex modification of current distribution within the cross-section of the bulk sample.