Effect of Weak Brownian Motion on Gravitational Coagulation
β Scribed by Run-Long Qiao; Zhen Li; Ching-Sung Wen
- Publisher
- Elsevier Science
- Year
- 1998
- Tongue
- English
- Weight
- 121 KB
- Volume
- 202
- Category
- Article
- ISSN
- 0021-9797
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β¦ Synopsis
ARTICLE NO. CS985431
NOTE Effect of Weak Brownian Motion on Gravitational Coagulation
2. FORMULATION OF THE PROBLEM
The effect of a small amount of Brownian diffusion on gravitational coagulation is numerically calculated by incorporating grav-In order to find the effect of a small amount of Brownian diffusion on gravity-induced coagulation, we need to solve the conservation equation ( 5): itational and interparticle forces (both attractive and repulsive), as well as hydrodynamic interactions. It is found that weak Brownian diffusion, the effect of which is nonlinearly coupled with gravity, [4] can act to decrease the coagulation rate.
π SIMILAR VOLUMES
where s Γ 2r/(a i / a j ) is the dimensionless distance between the centers of the two spheres, while a i and a j are radii of sphere i and sphere j, The rate of gravity-induced coagulation of a dilute polydisperse respectively. L(s) and M(s) are longitudinal and transverse scalar functions suspens
For infinitesimal data given on the group of diffeomorphism of the circle with respect to the metric H 3=2 , the associated Brownian motion has been constructed by Malliavin (C.R. Acad. Sci. Paris t. 329 (1999), 325-329). In this work, we shall give another approach and prove the invariance of heat
## Abstract A new method of theoretical prediction of the kinetic rate constants of fast chemical reactions in solutions is presented. It takes into account the effect of finite diffusive displacements of the reacting molecules. The approach is based on the solution of the steadyβstate FokkerβPlanc
The biased movement of Brownian particles on a #uctuating two-state periodic potential made of identical distorted ratchets is studied. The purpose is to investigate how the direction of the particle movement is related to the asymmetry of the potential. In general, distorting one of the two linear