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A nominal model of the process based on population balancing is utilized for this purpose.
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A grain model based on population balances for redox reactions of copper-based oxygen carriers is developed.
In this contribution, a mathematical process model based on population balance equations is presented.
The model is based on Population Balance Equations and integrates different specific mechanisms of β-lg aggregation through several parameters.
A novel model is presented which uses mass and momentum equations based on population balances to describe the dispersed phase of bubble columns.
Apart from the experimental results, the contribution presents an approach to model the continuous coating process based on population balances and compares experimental and simulation results.
The aim of this work is to propose a mathematical framework, based on population balance equations, to describe the simultaneous colloid aggregation and deposition.
For this purpose, a dynamic model of hydrate agglomeration was established based on population balance equation, which took both hydrate agglomeration and hydrate breakage into consideration.
In our previous study, we reported a mathematical model based on population balance framework for a batch cooling sonocrystallization of l-asparagine monohydrate (LAM).
Finally, a new degradation model based on population balance equations is used to calculate heat of gasification for PMMA under a variety of conditions.
Batch grinding processes are then analysed from this point of view, emphasizing the link that exists between both stochastic and deterministic (based on population balance) approaches.
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