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Kinetic Models in the Form of Equations Containing Piecewise Continuous Functions

4 Kinetic Models in the Form of Equations Containing Piecewise Continuous Functions [Pg.58]

Suppose that the reaction occurs in the dark during 0.5 min and next the system is exposed to a light flux for 1.5 min. Then a light flux intensity is decreased by 75% and maintained constant. The mathematical model of the overall process can be then written in the differential equation form [Pg.58]




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Contains function

Continuation equation

Continuous equation

Continuous function

Continuous model

Continuous models function

Equation of continuity

Equation of kinetic

Equations continuity equation

Equations function

Equations—continued

Form function

Function continuity

Function kinetic

Functional continuous

Functional equation

Functional form

Functional modeling

Functional models

In containers

In containment

In kinetic equations

Kinetic equation model

Kinetic equations

Kinetic model function

Kinetic modeling equations

Kinetics equations

Kinetics model equations

Model equations

Model function

Modeling equations

Modelling equations

Piecewise continuous

Piecewise functions

Piecewise model

The Continuous Model

The Equation of Continuity

The Kinetic Model

The Model Equations

The continuity equation

The kinetic equation

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