AC losses in superconductors

In the department we study the transport of alternating electric current in single superconducting conductors (wires) and in the devices built out of them (cables, electromagnets, transformers,…). In contrast to the direct current transfer, electromagnetic energy losses arise in the alternating (AC) regime as a consequence of the magnetic flux pinning in the superconducting material.

It is important to explore different aspects of these so-called AC losses, in order to be able to predict their magnitude and to propose ways for their reduction. In our research, we combine theoretical calculations, including the development of new numerical methods, with experiments utilizing unique methods and techniques developed in our department. Thanks to involvement in international projects we cooperate with the international high-tech companies in resolving the most critical challenges regarding the utilization of superconductors.

Comparison of the electric current distribution in a thin film (left) and in a strip (right) from a superconductor with strong magnetic flux pinning, exposed to an AC magnetic field in an ‘inclined’ orientation. The result has been obtained employing a new numerical method based on minimisation of the magnetic entropy production.

Dependence of the AC losses in the winding of an airborne electric motor, calculated for three possible interconnections between the superconducting wires (left) based on the time-and-space distribution of magnetic fields obtained from numerical modelling (right).

Empirical rule enabling to predict the AC losses in the winding of a Fault Current Limiter (left), bifilarly wound from a high temperature superconducting tape with transport properties degraded at the edges (top right). The prediction, obtained through numerical modelling, has been confirmed by the experiments (bottom right).

Calculations of the AC losses in a single- and two-layer cable from a high temperature superconducting tape, compared with experiments (graphs in the bottom part). Illustration of the magnetic field distribution, obtained with the help of numerical modelling, is in the top part of the figure.

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