โ Scribed by A.G. Bashkirov
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
The statistical theory is presented which describes the number of particles in some volume of a concentrated disperse system, this number being a random function of time. This theory is a natural generalization of the Smoluchowski's statistics developed for Brownian movement of independent particles
mum, F max , a primary minimum, F min , and a secondary mini-The total interparticle potential is investigated numerically mum, F sec . The corresponding coagulations are called the when the repulsive Coulomb electrostatic potential of a double primary coagulation and the secondary coagulation. Russ
A Lagrangian stochastic model for the dispersion and deposition of submicron-size particles is formulated and validated. The model satisfies the well-mixed condition, incorporates molecular diffusivity, and accounts for the effects of Reynolds number upon Lagrangian particle statistics. Reynolds num