Physics – Chemical Physics
Scientific paper
2006-09-18
J. Phys.: Condens. Matter 19 065119 (2007)
Physics
Chemical Physics
6 pages, 2 column-revtex4 format. Submitted to special issue of Journal of Physics: Condensed Matter, on "Chemical Kinetics Be
Scientific paper
10.1088/0953-8984/19/6/065119
We show that two-dimensional convection-diffusion problems with a radial sink
or source at the origin may be recast as a pure diffusion problem in a
fictitious space in which the spatial dimension is continuously-tunable with
the Peclet number. This formulation allows us to probe various
diffusion-controlled processes in non-integer dimensions.
Krapivsky Paul. L.
Redner Sid
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