modelFirstOrderStimulationEffect

indirect first order stimulation effect model
Diagram of FirstOrderStimulationEffect

Extends from Pharmacolibrary.Interfaces.PartialIndirectEffect.

Information

FirstOrderStimulationEffect

indirect first order stimulation effect model. Effect E is calculated using an differential equation

                      Emax * c  
E' = kIn - kOut*(1 + ----------)*E
                      c + c50

where c is the free concentration (either tissue or blood/plasma, depending on the switch) at the BloodTissueConcentrationPort connector.

Parameters

Emax - maximal effect
c50 - concentration producing 50% of maximum stimulation
kIn - zero-order response production constant
kOut - first-order response loss rate constant
Boolean cBSwitch - false: use tissue free conc, true: use blood free conc

Parameters

TypeNameDefaultDescription
RealkIn (from PartialIndirectEffect)zero-order response production constant
RealkOut (from PartialIndirectEffect)first-order response loss rate constant
RealEmaxmaximal effect
Pharmacolibrary.Types.MassConcentrationc50concentration producing 50% of maximum stimulation

Connectors

TypeNameDefaultDescription
ConcentrationPort_acport (from PartialEffect)
Modelica.Blocks.Interfaces.RealOutputeffect (from PartialEffect)

Components

TypeNameDefaultDescription
Modelica.Units.SI.DimensionlessRatioE (from PartialEffect)efect
Pharmacolibrary.Types.MassConcentrationc (from PartialEffect)free blood or tissue conc
RealIIn (from PartialIndirectEffect)zero-order inhibition/stimulation factor
RealIOut (from PartialIndirectEffect)first-order inhibition/stimulation factor