Characterization of high-temperature superconductors by AC susceptibility measurements

F Gömöry

Superconductor Science and Technology · 1997 · 291 citations · 118 references

Concepts

TL;DR

A magnetic field varying harmonically and a lock‑in technique are widely used to probe superconductors, with temperature‑dependent complex AC susceptibility being the most common procedure. This paper reviews AC susceptibility techniques, including the complex and wide‑band variants, to characterize superconductors. The authors derive expressions for complex AC susceptibility from models of flux diffusion, screening, pinning, and intermediate regimes, and discuss extracting material properties such as resistivity, critical temperatures, fields, penetration depths, critical current density, granularity, phase content, irreversibility line, and pinning potential.

Abstract

A magnetic field harmonically varying in time (to probe the sample) and a lock-in technique (to register the sample response sensed by a pick-up coil) are widely used for characterizing superconductors. Measuring the temperature dependence of the complex AC susceptibility is the most common procedure of this type. This paper reviews these techniques, introducing in addition the complex AC susceptibility, the so-called `wide-band AC susceptibility'. The latter quantity refers to the magnetic flux and often offers an easier meeting between theory and experiment. Starting from models for linear flux diffusion, reversible screening, volume and surface flux pinning and the intermediate regime in a type II superconductor, the expressions for the complex AC susceptibility in different cases are presented and compared with those derived for the wide-band AC susceptibility. Derivation of the basic physical properties of high- superconducting materials from the AC data (resistivity, critical temperatures and fields, London and Campbell penetration depths, critical current density, granularity and content of superconducting phase, irreversibility line, pinning potential) is then thoroughly discussed.

References

118