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(a) Time evolution of particle size distribution obtained by DLS.
The population balance model has been used for modeling the evolution of particle size.
Figure 5a shows the time evolution of particle distribution of 0.5% wt.
In the latter case, in situ evolution of particle population is also considered.
System kinetics and the dynamic evolution of particle size distribution under supercritical conditions were simulated.
In an estuary, temporal evolution of particle characteristics was described in relation to the tide cycle.
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Concerning the fundamental aspects, various micro and macro aspects of shear banding, such as void ratio and coordination number, the evolution of particle-scale energies and second order work within the localized areas along the shear bands are studied.
The coupled microscopic/macroscopic models describe the evolution of particles dispersed in a fluid.
However, the main difference from local evolution of particles is that in the global evolution we enforce geometrical constraints into the evolution, process.
This allows not only the mass evolution of particles, but also their hydrogen content to be followed.
The aim of this paper is to discuss the existence and uniqueness for a class of fluid-particle interaction non-Newtonian models which describe the evolution of particles dispersed in a viscous compressible non-Newtonian fluid.
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