Fig. 3: Virtual node distance θ dependence of MC and IPC for. | npj Spintronics

Fig. 3: Virtual node distance θ dependence of MC and IPC for.

From: Universal scaling between wave speed and size enables nanoscale high-performance reservoir computing based on propagating spin-waves

Fig. 3

a micromagnetics simulation and b response function method with different damping parameters α. MC and IPC normalized by the total number of dimensions N = 2NvNp are shown in the right axis. c Normalized root mean square error, NRMSE for NARMA10 task is plotted as a function of θ with different α.

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