Abstract
The asymptotic solution for the reaction rate of two identical spherical sinks of radius ρ with a surface reaction rate coefficient k, placed in an infinite medium of diffusivity D, is presented for mid to high surface reaction rates, i.e., 1<λ−1=kρ/D<∞. These results are then discussed in the context of the complete kinetic problem from chemical, λ−1≈0.1, to diffusion control, λ−1→∞.
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