modelHemoglobin2

Hemoglobin model

Extends from SteadyStates.Interfaces.SteadyStateSystem (Global abstract class, for additional global state equations).

Information

[1] Monod J, Wyman J, Changeux J-P. On the nature of allosteric transitions: a plausible model. Journal of Molecular Biology 1965;12:88-118.

Parameters

TypeNameDefaultDescription
Types.FractionL7.0529*10^6=[T0]/[R0] .. dissociation constant of relaxed <-> tensed change of deoxyhemoglobin tetramer
Types.FractionLn26884.8quaternaly form ratio for specific stripped species of hemoglobin tetramer
Types.Fractionc0.00431555=KR/KT .. ration between oxygen affinities of relaxed vs. tensed subunit
Types.ConcentrationKR0.000671946oxygen dissociation on relaxed(R) hemoglobin subunit
Types.ConcentrationKTKR/coxygen dissociation on tensed(T) hemoglobin subunit
Types.AmountOfSubstancetotalAmountOfHemoglobin0.001
Simulation › Simulation type
Types.SimulationTypeSimulation (from SteadyStateSystem)Dynamic with Initialization or Steady State
Simulation › Equilibrium
IntegerNumberOfDependentStates (from SteadyStateSystem)1Number of additional steady state equation of the system

Connectors

TypeNameDefaultDescription
Interfaces.ChemicalPort_aHH+ (proton)
Interfaces.ChemicalPort_aCO2carbon dioxide
Interfaces.ChemicalPort_aO2oxygen
Types.RealIO.FractionOutputprotonation
Types.RealIO.FractionOutputsO2

Components

TypeNameDefaultDescription
Real[NumberOfDependentStates]normalizedState (from SteadyStateSystem)Normalized independent masses of the system/Normalized independent energies of the system/... This variables must always equals to ones.
Components.ChemicalReactionquaternaryForm
QuaternaryFormR
QuaternaryFormT
SteadyStates.Components.MolarConservationLawtotalHb
Modelica.Blocks.Math.Addadd
Modelica.Blocks.Math.Divisiondivision
Modelica.Blocks.Math.Addadd1
Modelica.Blocks.Math.Divisiondivision1

Revisions

2014

Marek Matejak, Charles University, Prague, Czech Republic