药物非房室模型分析.ppt

药物非房室模型分析.ppt

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时间:2020-04-18

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1、NONCOMPARTMENTALANALYSISDeficienciesofcompartmentalanalysis:Lackofmeaningfulphysiologicalbasisforderivedparameters.Lackofrigorouscriteriatodetermine#ofcompartmentsnecessarytodescribedisposition.Lackofabilitytoelucidateorganspecificelimination.Inabilitytorelatederivedparameterst

2、oquantifiablephysiologicalparameters.Inabilitytopredictimpactofpathophysiology.Inabilitytoprovideinsightintomechanismofdrug-druganddrug-nutrientinteractions.Highlysensitivetosamplingfrequency.1GENERALPRINCIPLESOFSTATISTICALMOMENTSMOMENT:Amathematicaldescriptionofadiscretedistri

3、bution.STATISTICALMOMENTS:UtilizedinchemicalengineeringtodescribeflowdataFirstappliedtobiologicalsystemsbyPerlandSamuelin1969todescribethekineticsofcholesterol2ExamplesofStatisticalMomentUsageInstatisticsInphysicsM0NweightM1(mean)CenterofmassM2(variance)MomentofinertiaM3(skewne

4、ss)M4(kurtosis)3Instatistics,themeanisameasureofasamplemeanandisactuallyanestimateofthetruepopulationmean.Inpharmacokinetics,wecancalculatethemomentofthetheoreticalprobabilitydensityfunction(i.e.,thesolutionofadifferentialequationdescribingtheplasmaconcentrationtimedata),orweca

5、ncalculatemomentsfrommeasuredplasmaconcentration-timedata.Thesecurvesarereferredtoassamplemomentsandareestimatesofthetruecurves.4AssumeatheoreticalrelationshipofC(t)asafunctionoftime.Thenon-normalizedmoments,Sr,abouttheoriginarecalculatedas:5Non-normalizedmomentsKineticparamete

6、rAUCAreaunderthecurveAUMCAreaunderthemomentcurve6From:RowlandM,TozerTN.ClinicalPharmacokinetics–ConceptsandApplications,3rdedition,WilliamsandWilkins,1995,p.487.7NormalizedmomentsKineticparameterFirstmoment:MRTMeanresidencetime8AREADETERMINATIONA.IntegrationofSpecificFunctionMu

7、stelucidatethespecificfunctionInfluencedbythequalityofthefit9B.NumericalIntegrationLineartrapezoidalLogtrapezoidal10B.NumericalIntegrationLineartrapezoidal11B.NumericalIntegrationLineartrapezoidalAdvantages:Simple(cancalculatebyhand)Disadvantages:Assumesstraightlinebtwndatapoin

8、tsIfcurveissteep,errormaybelargeUnderoroverestimatedep

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