Mathematical Modeling of Dynamic Process Kinetics

As previously outlined, mathematical modeling uses both the methodological concepts of unstructured and structured models. 

Further, these authors introduced time lags in and Tl2 responsible for the time dependence 

The basis of this formal kinetic modeling is shown in Fig. 5.63 together with the definitions of Tli and s.max  

A formal kinetic approach for product formation in transient conditions 

As the physiological state can be characterized in the most simple way by the specific growth rate ju, the nonstationary state is quantified by the time derivation of specific growth rate (fi), being constant (c ) a given time period during a shift-down 

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