Brownian dynamics studies of dilute dispersions
β Scribed by K.J. Gaylor; I.K. Snook; W. van Megen; R.O. Watts
- Book ID
- 103663341
- Publisher
- Elsevier Science
- Year
- 1979
- Tongue
- English
- Weight
- 562 KB
- Volume
- 43
- Category
- Article
- ISSN
- 0301-0104
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π SIMILAR VOLUMES
An analytical study of Brownian motion in a dispersion of fluid drops is considered. The droplets, which are spherical and may differ in radius, are assumed to be close enough to interact hydrodynamically. Based on Einstein's description of Brownian motion that invokes an equilibrium and in which dr
## Abstract The behavior of dilute solutions of linear polyelectrolyte molecules both at equilibrium and under shear flow is modeled by using the Brownian dynamics simulation technique. The mathematical polymer model consists of a beadβandβspring chain with charged beads that interact through a scr
The time cvolution of drop size distributions in dilute, homogeneous dispersions was analyzed by solving population dynamics equations which account for the cffects of hydrodynamic interactions on the collision rates of the drops. The collision mechanisms studied individually include Brownian motion