arXiv · cond-mat/9902039
Escape rate of a biaxial nanospin system in a magnetic field : first- and second-order transition between quantum and classical regimes
Abstract
We investigate the escape rate of the biaxial nanospin particle with a magnetic field applied along the easy axis. The model studied here is described by the Hamiltonian ${\cal H} = -AS_z^2 - BS_x^2 - HS_z, (A>B>0)$. By reducing this Hamiltonian to a particle one, we derive, for the first time, an effective particle potential for this model and find an analytical form of the phase boundary line between first- and second-order transitions, from which a complete phase diagram can be obtained. We also derive an analytical form of the crossover temperature as a function of the applied field at the phase boundary.
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ChangSoo Park, Sahng-Kyoon Yoo, D. K. Park, Dal-Ho Yoon. 1999-02-04. Escape rate of a biaxial nanospin system in a magnetic field : first- and second-order transition between quantum and classical regimes. https://doi.org/10.1103/physrevb.59.13581
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