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. 2010 Apr 8;6(4):e1000735. doi: 10.1371/journal.pcbi.1000735

Figure 5. Responses to oscillating linear gradient.

Figure 5

(A) Time dependence of the average positions of cells for three oscillatory gradients, all with the same amplitude but different frequencies (ω). The responses have the same frequencies as their driving signals, but the response amplitude decreases with the driving frequency. (B) The amplitude of the response decreases with frequency ω. The cross-over at low frequency (Inline graphic) is caused by boundary effects. (C) Upon decreasing adaptation rate, a transition to a steeper decay of the amplitude appears at frequencies higher than a transition frequency Inline graphic within the range of frequencies studied. Three cases with smaller values of Inline graphic are shown, and the dependence of Inline graphic on the adaptation rate Inline graphic is shown in the inset of (C).