Abstract: | Characteristic times of the removal of aerosols are evaluated for different processes of deposition. Gas flows in a containment in the presence of suspended particles of various concentrations have been analyzed. A mathematical model is suggested for describing the propagation and deposition of aerosols under the conditions of large-scale convection.Notation n
concentration of a particle
- r
radius of a particle
- U
particle velocity
- A
surface area
-
p
s
density of a solid particle
-
p
g
density of a gas
-
time
- g
free fall acceleration
-
coefficient of molecular diffusion
- d
boundary layer dimension
- k
Boltzmann constant
- T
surrounding-gas temperature
- B
particle mobility
-
v
kinematic viscosity
- S(r, t)
source of aerosols
-
parameter characterizing the density of a set of particles
- Sk
Stokes number
Institute of Radiative Physicochemical Problems of the Belorussian Academy of Sciences Minsk. Translated from Inzhenerno-Fizicheskii Zhurnal, Vol. 64, No. 4, pp. 426–432, April, 1993. |