Abstract
The low frequency noise observed in giant magneto-resistive recording heads was studied in the time domain. Time series data was collected on bottom spin-valve sensors while varying the bias current (I/sub b/) about a nominal operating point. An optimal time delay of 5 ns was chosen based on a 80% reduction in mutual information. Two dimensional embedding of the data revealed a progression from one stable state for low I/sub b/ to two metastable states and finally a second stable state at high I/sub b/. The metastable states manifest themselves as random telegraphic noise in the time series. The average time between noise spikes was obtained by calculating the time between consecutive points on a Poincare section and was estimated as 0.37 /spl mu/s. The Renyi entropy was used to quantify the stability of the system both with and without an isolated pulse pattern.
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