Abstract

The effect of emergent stems on the transport of downstream floating particles (e.g., buoyant seeds) is explored theoretically and experimentally at moderate to high Reynolds number (Rd=2Ubas/υ>300) in an open channel, where Ub is the bulk velocity, as is stem radius, and ν is the kinematic viscosity. Longitudinal dispersion (Dl) of such seeds is shown to be given by Dl=Up3τ02η(1−η)/2/(S1+ητ0Up) thereby requiring the bulk transport velocity of particles Up, spacing between canopy elements S1, collision efficiency η between a particle and the stem, and a wake trapping time scale τ0. Linkages between Up and Ub, and terms η and τ0 are then derived using inhomogeneous flow characteristics adjacent to the stem with physical properties of particles. A semiempirical model with potential flow theory around the stem is introduced to estimate η whereas τ0 is shown to be related to the bulk drag coefficient and radius of stems. The Dl is experimentally determined across a wide range of Rd and particle sizes and shown to be in good agreement with the proposed model calculations.

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