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Macroscopic models are presented and the determination of the involved transport coefficients is described.
Two macroscopic models are proposed to be the prediction model of the MPC controller.
The macroscopic models are then formulated through the integration of small scale models.
The equivalent macroscopic models are rigorously established as well as their domains of validity.
The macroscopic models are then formulated through the integration of the smaller scale models.
Bridging techniques between microscopic and macroscopic models are discussed in the case of wrinkling analysis.
Similar(45)
A main limitation of macroscopic models was their aggregate nature [39].
As was described in this review, setting up of macroscopic models is carried out in primarily two steps (Fig. 1).
In addition, the number of model parameters in macroscopic models is significantly lower than the number of parameters in microscopic models.
Compared to very detailed cellular models, the benefit of the use of macroscopic models is that it is much easier but yet very informative to analyze the cells as a black box or grey box rather than to take into account extended details of what happens inside the cell (Zamorano et al. 2013).
Associated closure problems allowing the computation of effective coefficients that appear in this macroscopic model are provided.
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