AEOLIAN TRANSPORT OF SAND ACROSS A FOREST CANOPY IN THE LEE OF A LARGE PARABOLIC DUNE
Mi(x) = Ci exp(-Ai x).
For the forest series Ci depends on the amount of sand that reaches the canopy and varies from period to period, and the exponential decay rate, Ai, varies slightly from period to period. Ai for the lee slope series is larger than Ai for the forest series. Mean grain sizes, Si(x), of sand in the traps on either the lee slope or under the canopy can be modelled by the linear equation,
Si(x) = Bi - Di x.
The initial grain size, Bi, is approximately the same for both the lee slope and forest series while the rate of decrease in grain size Di is larger for the lee slope series than for the forest series. Rotating vortices of suspended sand were observed on the bare lee slope of the dune during strong wind events. Rotating airflow was measured using anemometers set on the slope, and short intense bursts of sand transport were detected with modified miniphones.
Our hypothesis is that suspended sand launched off the parabolic dune reaches a boundary layer near the top of the canopy where turbulence associated with flow over the rough surface keeps some of this sand in suspension for distances greater than 200 m. Thus, under some circumstances the presence of a forest canopy may aid the transport of suspended aeolian sand.