i i i i i i i i i/o
Calculation of the dry deposition velocities of particles.
AUTHOR: Andreas Stohl, 12 November 1993
Update: 20 December 1996
Literature:
[1] Hicks/Baldocchi/Meyers/Hosker/Matt (1987), A Preliminary
Multiple Resistance Routine for Deriving Dry Deposition
Velocities from Measured Quantities.
Water, Air and Soil Pollution 36 (1987), pp.311-330.
[2] Slinn (1982), Predictions for Particle Deposition to
Vegetative Canopies. Atm.Env.16-7 (1982), pp.1785-1794.
[3] Slinn/Slinn (1980), Predictions for Particle Deposition on
Natural Waters. Atm.Env.14 (1980), pp.1013-1016.
[4] Scire/Yamartino/Carmichael/Chang (1989),
CALGRID: A Mesoscale Photochemical Grid Model.
Vol II: User's Guide. (Report No.A049-1, June, 1989)
[5] Langer M. (1992): Ein einfaches Modell zur Abschaetzung der
Depositionsgeschwindigkeit von Teilchen und Gasen.
Internal report.
Variables:
alpha help variable
fract(nc,ni) mass fraction of each diameter interval
lpdep(nc) 1 for particle deposition, 0 else
nc actual number of chemical components
ni number of diameter intervals, for which vdepj is
rdp [s/m] deposition layer resistance
ra [s/m] aerodynamical resistance
schmi(nc,ni) Schmidt number**2/3 of each diameter interval
stokes Stokes number
ustar [m/s] friction velocity
vdep(nc) [m/s] deposition velocities of all components
vdepj [m/s] help, deposition velocity of 1 interval
vset(nc,ni) gravitational settling velocity of each interval
Constants:
nc number of chemical species
ni number of diameter intervals, for which depositio
is calculated |