A possible magnetic after‐effect caused by diffusion of axially symmetric point defects
- 1 January 1962
- journal article
- research article
- Published by Wiley in Physica Status Solidi (b)
- Vol. 2 (7) , 881-903
- https://doi.org/10.1002/pssb.19620020708
Abstract
Point defects possessing a symmetry axis will tend to align preferentially with respect to the local magnetization direction in a ferromagnet; this produces a time dependence of the permeability known as the magnetic after effect. Many such point defects may be expected to diffuse by repeated application of these orientation‐jumps processes. This should also give rise to a magnetic after effect with a much longer time scale. The theory of this effect is developed with particular application to interstitial atoms or double half vacancies in a b.c.c. metal, although much of the formalism has more general applicability. Quantitative calculations are carried out for 〈100〉‐90° Bloch walls. The results depend strongly upon whether the defect orientation can follow the changes in magnetization needed to measure the permeability. If the defects can follow, the results are essentially the same as those obtained by DIETZE [5] for diffusion of ordinary vacancies. If the defects cannot follow, the after effect should persist for longer times than with the case of ordinary diffusion, and the possibility exists that, depending upon the values of two as yet unknown parameters, the effect may have an anomalous sign.Keywords
This publication has 5 references indexed in Scilit:
- Bildungsenergien und gitterverzerrungen von zwischengitteratomen und leerstellen in kubisch-flächenzentrierten kristallen, insbesondere in kupferJournal of Physics and Chemistry of Solids, 1960
- Definition und Eigenschaften der bikubisch-sphärischen HarmonischenZeitschrift für Naturforschung A, 1959
- The influence of interstitially dissolved carbon and nitrogen on the magnetic anisotropy of iron and on the mobility of Bloch wallsPhysica, 1959
- Le traînage magnétiqueJournal de Physique et le Radium, 1951
- Time effects in magnetizationPhysica, 1938