Magnetism and effect of anisotropy with one dimensional monatomic chain of cobalt by a Monte Carlo simulation
Lin He, Desheng Kong, Chinping Chen

TL;DR
This study uses Monte Carlo simulations to explore the magnetic behavior of a one-dimensional cobalt monatomic chain, reproducing experimental features and analyzing the effects of anisotropy, exchange interactions, and dynamics on coercivity and hysteresis.
Contribution
It introduces a detailed Monte Carlo simulation model that captures the temperature-dependent magnetic properties and hysteresis behavior of 1D Co chains, including the effects of anisotropy and dynamical processes.
Findings
Normalized coercivity follows a universal temperature dependence.
Simulation reproduces experimental temperature-dependent coercivity.
Open hysteresis loops result from slow dynamical processes.
Abstract
The magnetic properties of the one dimensional (1D) monatomic chain of Co reported in a previous experimental work are investigated by a classical Monte Carlo simulation based on the anisotropic Heisenberg model. In our simulation, the effect of the on-site uniaxial anisotropy, Ku, on each individual Co atom and the nearest neighbour exchange interaction, J, are accounted for. The normalized coercivity HC(T)/HC(TCL) is found to show a universal behaviour, HC(T)/HC(TCL) = h0(e^{TB/T}-e) in the temperature interval, TCL < T < TBCal, arising from the thermal activation effect. In the above expression, h0 is a constant, TBCal is the blocking temperature determined by the calculation, and TCL is the temperature above which the classical Monte Carlo simulation gives a good description on the investigated system. The present simulation has reproduced the experimental features, including the…
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