Spatial curvature effects on molecular transport by diffusion

Physics – Biological Physics

Scientific paper

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10 pages

Scientific paper

10.1103/PhysRevE.61.4648

For a substance diffusing on a curved surface, we obtain an explicit relation valid for very small values of the time, between the local concentration, the diffusion coefficient, the intrinsic spatial curvature and the time. We recover the known solution of Fick's law of diffusion in the flat space limit. In the biological context, this result would be useful in understanding the variations in the diffusion rates of integral proteins and other molecules on membranes.

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