Radial Motion of Bubble Domain Boundary

Abstract

Previous theories of the kinetic aspects of domain wall motion were based on one-dimensional solutions of the Landau-Lifshitz equation. Our recently derived [1,2] equations of motion for a curved wall in three-dimensional space are particularly applicable to bubble Films. We found [3,4] that the stray magnetic field emanating from divergence at the film surfaces destabilizes uniform motion of the domain wall at a critical velocity V<inf>p</inf>much smaller than Walker's limit. Copyright © 1973 by The Institute of Electrical and Electronics Engineers, Inc.