Mass transfer with surface reaction in arrays of cylinders at low reynolds and high peclet numbers - Flow parallel to the axis of the cylinders.
V. M. H. Govindarao, H. Lekshmi‐Narayanan
Abstract
Open-access reader
V. M. H. Govindarao, H. Lekshmi‐Narayanan
Abstract
Open-access reader
Creeping flow hydrodynamics combined with diffusion boundary layer equation are solved in conjunction with free-surface cell model to obtain a solution of the problem of convective transfer with surface reaction for flow parallel to an array of cylindrical pellets at high Peclet numbers and under fast and intermediate kinetics regimes. Expressions are derived for surface concentration, boundary layer thickness, mass flux and Sherwood number in terms of Damkoehler number, Peclet number and void fraction of the array. The theoretical results are evaluated numerically.
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Creeping flow hydrodynamics combined with diffusion boundary layer equation are solved in conjunction with free-surface cell model to obtain a solution of the problem of convective transfer with surface reaction for flow parallel to an array of cylindrical pellets at high Peclet numbers and under fast and intermediate kinetics regimes. Expressions are derived for surface concentration, boundary layer thickness, mass flux and Sherwood number in terms of Damkoehler number, Peclet number and void fraction of the array. The theoretical results are evaluated numerically.
Key concepts: Péclet number, Sherwood number, Mass transfer, Reynolds number, Mechanics, Boundary layer, Schmidt number, Flow (mathematics)