Transformation of Brown's Linear Equations for an Infinitely Long Prism
Abstract
In the original system of Brown's linear equations the components of the magnetic vector normal to the applied magnetic field and the magnetostatic scalar potential are mixed. The present work shows how, for an infinitely long prism along the applied magnetic field, Brown's linear equations can be transformed into a new system of equations, where the components of the magnetic vector normal to the applied magnetic field and the magnetostatic scalar potential satisfy separate differential equations. The transformed system of equations can ease the calculation of the nucleation field for long ferromagnetic particles with different cross sections.
 Publication:

Physical Review
 Pub Date:
 October 1965
 DOI:
 10.1103/PhysRev.140.A144
 Bibcode:
 1965PhRv..140..144A