“Dynamic-thermal” reversal in a fine micromagnetic grain: Time dependence of coercivity.

An analytic model for reversal field versus pulse time in a fine magnetic grain has been developed for the case when the external magnetic field H[sub 0] is parallel to the axis of uniaxial anisotropy. The expressions include both thermal fluctuations and magnetization dynamics. Therefore application is for fields both less than and greater than the intrinsic uniaxial anisotropy field H[sub K]. For the case of -H[sub 0]/H[sub K]>1 the mean first passage time from the initial saturated state to the thermodynamically equilibrium reversed state is calculated. For the case of -H[sub 0]/H[sub K]<1 we calculate the mean first passage time from the thermodynamically equilibrium state of the metastable well to the thermodynamically equilibrium stable reversed state. It is shown that simple Ne´el–Arrhenius analysis is applicable for times greater than at least 100/αγH[sub K]. © 2000 American Institute of Physics. [ABSTRACT FROM AUTHOR]