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Fig. 4.

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Comparison of the effect of time-lags on the vertical profiles of α dynamo coefficients for Pm = 4 (top) and Pm = 90 (bottom). The purple curves correspond to the αyx component, and the red curves to αyy (compensated by a factor of five to make the coefficients easier to compare). Solid lines correspond to the coefficients α computed using the standard IROS method. dashed lines correspond to the instantaneous dynamo coefficients α ij ( t = 0 ) $ \tilde{\alpha}_{ij}(t{\prime}=0) $ (i.e., with a time lag of t′=0) using a modified IROS method in which we take into account the time-lag (see text). Finally, dotted lines correspond to the sum of the new coefficients calculated using the modified IROS method from four successive snapshots, namely, k = 0 4 α ij ( t = k Δ t snap ) $ \sum_{k=0}^4 \tilde{\alpha}_{ij}(t{\prime}=k\,\Delta t_{\mathrm{snap}}) $.

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