Abstract
The three-dimensional problem of steady convective diffusion to surfaces of solid particles in a laminar stream of viscous incompressible fluid is analyzed by the method of joining asymptotic expansions (in high Péclet numbers). The stream velocity field is assumed known from the solution of the related hydrodynamic problem. A similar analysis was carried out in [1, 2] in the case of axisymmetric particles located along the stream axis.
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