用SPSS11-0实现对重复测量资料的方差分析

:20052072133:100424337(2006)0220162204:R19511:ASPSS11.0333(201203):SPSS11.0GLM()RepeatedMeasuresMultivariate,:;;;,,,t,,SPSS,SPSS11.0,1111(03DZ1955422)48,1.8kg2.8kg,4:ABC()D()BCD,CD,20min40,112(GeneralLinearModel)RepeatedMeasures,Multivari2ategroup(144),t02t75min10min15min20min25min30min40min2211(MauchlysTestofSphericity)P0.05,,Huynh2Feldt,;P0.05,,,AnalyzeGeneralLinealModelRepeatedMeasuresWithin2subjectfactorname:ttNumberoflevels:8:add8DefineWithin2subjectvariables:t02t7t02t78Betweensubjectfactor:groupModel:CustomWithin2subjectModel:t8BetweensubjectModel:groupContinueOK:MauchlysTestofSphericityMeasure:MEASURE-1WithinSubjectsEffectMauchlysWApprox.Chi-SquaredfSigEpsilonGreenbouse-GeisserHuynh-FeldtLower-boundT0.002251.620270.0000.4120.4740.143261JournalofMathematicalMedicineVol.19NO.22006P0.01,8,(Ep-silon)Greenhouse-Geisser212TesteofWithin-SubjectsEffectsMeasure:MEASURE-1SourceTypeËSumofSquaresdfMeanSquareFSigTSphericityAssumed257833.602736833.372162.2400.000Greenhouse-Geisser257833.6022.88289460.488162.2400.000Huynh-Feldt257833.6023.31677758.069162.2400.000Lower-bound257833.6021.000257833.602162.2400.000T3GROUPSphericityAssumed90098.159214290.38918.8980.000Greenhouse-Geisser90098.1598.64610420.44818.8980.000Huynh-Feldt90098.1599.9489057.33918.8980.000Lower-bound90098.1593.00030032.72018.8980.000Error(T)SphericityAssumed69925.365308227.030Greenhouse-Geisser69925.365126.812551.409Huynh-Feldt69925.365145.897479.279Lower-bound69925.36544.0001589.213tt3groupP0.05,,TesteofBetween-SubjectsEffectsMeasure:MEASURE-1TransformedVariable:AverageSourceTypeËSumofSquaresdfMeanSquareFSigIntercept17166610.628117166610.632843.3630.000GROUP164584.195354861.3989.0870.000Error265647.052446037.433groupP0.05,Plots8HorizontalAxis:tSeparateLines:groupAdd:44,36120061922138DataSplitFilesOrganizeOutputbyGroups:groupAnalyzeGeneralLinealModelRepeatedMeasuresWithin-subjectfactorname:ttNumberoflevels:8:add8DefineWithin-subjectvariables:t0-t7t0-t78Model:CustomWithin-subjectModel:t8OptionsDisplayMeansfor:tComparemaineffectsConfidenceintervaladjustment:BonferroniEpsilon0.7BonferroniContinueOK2144AnalyzeGeneralLinealModelMultivariateDependentVariables:t0-t7FixedFactors:groupContinueModel:CustomModel:groupContinuePostTocPostTocTestsfor:groupLSDLSD,ContinueOptionsDisplayMeansfor:groupDisplay:DescriptivestatisticsContinueOK21521511414(xqs)n12284.0845.498272.0842.694273.4242.786254.5029.3125min12151.9226.5483141.9224.6083162.0825.7593254.4231.59810min12173.1718.2653164.5819.3413186.1727.5873246.0836.5615min12179.5023.0203175.2517.8483198.6733.7923#248.3333.02720min12186.2524.5953183.9219.2563203.6734.6343241.8336.33625min12193.5026.7563193.3317.9813212.2537.9793238.9235.18430min12198.1727.7253200.9218.1183218.6740.529236.9233.20940min12207.6731.4773214.2518.3613225.5839.160243.9233.854:3,P0.05;#,P0.052151288,,,83,:,,(1312);,,(1234567),:,,(FF),,461JournalofMathematicalMedicineVol.19NO.22006:2005206212,,:,,(GeneralLinearModel),()(MixedModel),,1,.SPSS11.0().11,2002,6:326312,,.SAS.1.,2004,3:14813..1:100424337(2006)0220165203:R917:A(154007):,,,,:;;;,,,,[1],[2,3],,,,1XNM,(M),(N);XaXNm,,Xa,:Xa=Xb+Xc(1)Xc,Xbs()e(),BsBeBc,A:A=[Bs,Be,Bc](2):M=I-AA+(3),I,A+AMXcxcj:xcj3=Mxcj(4)xcjXcj,xcj3xcj[4],xcj3xcjrj,:rj=xcj3xcjTö(xcj3xcjT)(5)rj[3]MxcjA,xcj3xcj5612006192