This paper focuses on the anisotropy constant
Ku that is required for the long-term stability of information stored when recording at a high areal density of, for example, 4 Tbpsi. To estimate the required
Ku, we introduced a bit error rate (bER) derived from the Arrhenius-Néel statistical switching model of the thermal fluctuation in grain magnetization, which includes grain size and
Ku distributions, and a weak inter-grain exchange coupling
e. A smaller grain size and/or
Ku distributions can reduce the required
Ku and a further reduction can be expected as a result of inter-grain exchange coupling. We found that reducing the grain size distribution is more effective than reducing the
Ku distribution. Moreover, the
Ku reduction caused by inter-grain exchange coupling will be larger than 1/(mean
e), suggesting that coupling between grains can be an effective way to reduce
Ku.
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