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Closure of minor hysteresis loops in disordered antiferromagnetic systems
Journal article   Peer reviewed

Closure of minor hysteresis loops in disordered antiferromagnetic systems

O Hovorka and G Friedman
Journal of applied physics, v 97(10), pp 10E514-10E514-3
10 May 2005

Abstract

Closure of quasistatic minor hysteresis loops in disordered Ising-like systems with short-range antiferromagnetic interactions is studied numerically. State of each Ising spin is given by a symmetrical rectangular hysteresis loop. Inherent disorder in the system is modeled by a probability distribution of the spins' switching thresholds. Numerical implementation of the two-dimensional system shows that minor hysteresis loops do not close at interactions strength above a certain value. Néel's type mean-field approximation of this system demonstrates a similar behavior with a much more abrupt transition to open minor loops.

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Physics, Applied
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