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EstrellaFG edited this page Jul 18, 2017 · 10 revisions
TEST Models
PK01 monocompartment
PK02 monocompartment
PK03 monocompartment
PK04 monocompartment
PK05 monocompartment ![](\frac{dC}{dt} = -\frac{0.020433}{10.716831}C + \frac{1}{10.716831} \frac{dD}{dt})
PK06 monocompartment
PK07 two-compartments ![](\frac{dC}{dt} = -\frac{0.366178}{56.002992}C \frac{1.016475}{56.002992} (C - Cp) + \frac{1}{56.0002992) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{1.016475}{57.200055} (C - Cp))
PK08 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK09 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK10 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK11 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK12 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK13 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK14 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK15 monocompartment
PK16 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK17 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK18 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK19
PK20
PK22
PK25 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp)) ![](frac{dAu}{dt} = 0.032935 * 2.954794C)
PK39 two-compartments ![](\frac{dC}{dt} = -\frac{}{}C \frac{}{} (C - Cp) + \frac{1}{) \frac{dD}{dt}) ![](\frac{dCp}{dt} = \frac{}{} (C - Cp))
PK43 monocompartment

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