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

Figure 3. Dependence of chemotaxis motion on the adaptation rate.

Figure 3

(A) The chemotaxis drift velocity Inline graphic for different exponential gradient Inline graphic. Different symbols represent different adaptation rates Inline graphic. Note that Inline graphic first increases linearly (dashed line) with Inline graphic before reaching a saturation velocity at a critical gradient Inline graphic,. We can fit Inline graphic with: Inline graphic, in which Inline graphic is the chemotaxis motility constant given by the linear fitting coefficient and the saturation drift velocity is Inline graphic. The dependences of Inline graphic and Inline graphic on Inline graphic are shown in (B) and (C) respectively. For the range of Inline graphic we studied, we found that Inline graphic is roughly independent of Inline graphic and Inline graphic depends on Inline graphic with a simple scaling relation: Inline graphic.