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SPSS 分析簡介. 何明洲 中山醫學大學心理系. 資料在 SPSS 上之排列. Between-subject design, one factor with three levels. Within-subject design, one factor with three levels. 分析方法的選擇. 以 within-subject design 為主. Within-subject design. Single Factor – Three Levels Two Factors – 2 x 2 Two Factors – 2 x 3. - PowerPoint PPT Presentation
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SPSS 分析簡介
何明洲中山醫學大學心理系
資料在 SPSS 上之排列
Between-subject design, one factor with three levels
Within-subject design, one factor with three levels
分析方法的選擇
以 within-subject design 為主
Within-subject design
• Single Factor – Three Levels
• Two Factors – 2 x 2
• Two Factors – 2 x 3
Single Factor – Three Levels
Single Factor – Three Levels
• 情緒雙字詞對於詞彙判斷作業的影響• 情緒雙字詞種類:中性、負向、正向• AnalyzeGeneral Linear ModelRepeat
ed Measures 。接著填上獨變項 (emotion) 及其 Numbers of Levels (3) ,最後按下 Define 。
Tests of Within-Subjects Effects
Measure: MEASURE_1
8825.036 2 4412.518 1.140 .333 .071 2.281 .2328825.036 1.936 4557.988 1.140 .332 .071 2.208 .2288825.036 2.000 4412.518 1.140 .333 .071 2.281 .2328825.036 1.000 8825.036 1.140 .302 .071 1.140 .170
116083.660 30 3869.455116083.660 29.043 3997.022116083.660 30.000 3869.455116083.660 15.000 7738.911
Sphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-bound
SourceEMOTION
Error(EMOTION)
Type III Sumof Squares df Mean Square F Sig.
Partial EtaSquared
Noncent.ParameterObserved Powera
Computed using alpha = .05a.
Estimates
Measure: MEASURE_1
736.877 44.531 641.962 831.792761.976 45.518 664.958 858.995730.589 50.559 622.825 838.353
EMOTION123
Mean Std. Error Lower Bound Upper Bound95% Confidence Interval
Pairwise Comparisons
Measure: MEASURE_1
-25.099 19.900 .226 -67.515 17.3176.288 22.870 .787 -42.458 55.034
25.099 19.900 .226 -17.317 67.51531.388 23.065 .194 -17.775 80.550-6.288 22.870 .787 -55.034 42.458
-31.388 23.065 .194 -80.550 17.775
(J) EMOTION231312
(I) EMOTION1
2
3
Mean Difference(I-J) Std. Error Sig.a Lower Bound Upper Bound
95% Confidence Interval forDifferencea
Based on estimated marginal meansAdjustment for multiple comparisons: Least Significant Difference (equivalent to no adjustments).a.
Compare withalpha = .05 / #of comparison
兩兩比較, alpha = .05 / 3 = .016
Two Factors – 2 x 2
Two Factors – 2 x 2
• 情緒雙字詞(正向或負向) x 詞頻高低(高或低)對於詞彙判斷作業的影響
• AnalyzeGeneral Linear ModelRepeated Measures 。接著填上獨變項 (emotion和 freq) 及其 Numbers of Levels ( 各為 2) ,最後按下 Define 。
填上獨變項 (emotion 和 freq) 及其 Numbers of Levels ( 各為 2) ,最後按下 Define
Tests of Within-Subjects Effects
Measure: MEASURE_1
322656.661 1 322656.661 39.235 .000 .723 39.235 1.000322656.661 1.000 322656.661 39.235 .000 .723 39.235 1.000322656.661 1.000 322656.661 39.235 .000 .723 39.235 1.000322656.661 1.000 322656.661 39.235 .000 .723 39.235 1.000123356.544 15 8223.770123356.544 15.000 8223.770123356.544 15.000 8223.770123356.544 15.000 8223.770195787.444 1 195787.444 14.810 .002 .497 14.810 .949195787.444 1.000 195787.444 14.810 .002 .497 14.810 .949195787.444 1.000 195787.444 14.810 .002 .497 14.810 .949195787.444 1.000 195787.444 14.810 .002 .497 14.810 .949198294.212 15 13219.614198294.212 15.000 13219.614198294.212 15.000 13219.614198294.212 15.000 13219.614294714.623 1 294714.623 24.634 .000 .622 24.634 .996294714.623 1.000 294714.623 24.634 .000 .622 24.634 .996294714.623 1.000 294714.623 24.634 .000 .622 24.634 .996294714.623 1.000 294714.623 24.634 .000 .622 24.634 .996179453.853 15 11963.590179453.853 15.000 11963.590179453.853 15.000 11963.590179453.853 15.000 11963.590
Sphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-bound
SourceEMOTION
Error(EMOTION)
FREQ
Error(FREQ)
EMOTION * FREQ
Error(EMOTION*FREQ)
Type III Sumof Squares df Mean Square F Sig.
Partial EtaSquared
Noncent.ParameterObserved Powera
Computed using alpha = .05a.
Main effect
Main effect
Interaction effect
Estimates
Measure: MEASURE_1
749.427 43.914 655.827 843.026607.419 25.529 553.006 661.833
EMOTION12
Mean Std. Error Lower Bound Upper Bound95% Confidence Interval
Pairwise Comparisons
Measure: MEASURE_1
142.007* 22.671 .000 93.685 190.330-142.007* 22.671 .000 -190.330 -93.685
(J) EMOTION21
(I) EMOTION12
Mean Difference(I-J) Std. Error Sig.a Lower Bound Upper Bound
95% Confidence Interval forDifferencea
Based on estimated marginal meansThe mean difference is significant at the .05 level.*. Adjustment for multiple comparisons: Least Significant Difference (equivalent to no adjustments).a.
Estimates
Measure: MEASURE_1
733.733 46.248 635.158 832.307623.113 24.442 571.017 675.210
FREQ12
Mean Std. Error Lower Bound Upper Bound95% Confidence Interval
Pairwise Comparisons
Measure: MEASURE_1
110.620* 28.744 .002 49.353 171.886-110.620* 28.744 .002 -171.886 -49.353
(J) FREQ21
(I) FREQ12
Mean Difference(I-J) Std. Error Sig.a Lower Bound Upper Bound
95% Confidence Interval forDifferencea
Based on estimated marginal meansThe mean difference is significant at the .05 level.*. Adjustment for multiple comparisons: Least Significant Difference (equivalent to no adjustments).a.
因為只有 2個 levels,main effect看我即可
因為只有 2個 levels,main effect看我即可
4. EMOTION * FREQ
Measure: MEASURE_1
736.877 44.531 641.962 831.792761.976 45.518 664.958 858.995730.589 50.559 622.825 838.353484.250 11.098 460.596 507.904
FREQ1212
EMOTION1
2
Mean Std. Error Lower Bound Upper Bound95% Confidence Interval
Interaction effect 。需再作 simple (main) effect
Factor B
B1 B2
Factor A A1 A1B1 A1B2
A2 A2B1 A2B2
freq
高 低
Emotion 正向 正向 / 高 正向 / 低
負向 負向 / 高 負向 / 低
Factorial matrixCompare withalpha = .05 / #of comparisone.g., in this case,alpha = .025
freq
高 低
Emotion 正向 正向 / 高 正向 / 低
負向 負向 / 高 負向 / 低
Factorial matrix
Two Factors – 2 x 3
Two Factors – 2 x 3
• 情緒雙字詞(正向或負向) x 詞頻高低(高、中、低)對於詞彙判斷作業的影響
• AnalyzeGeneral Linear ModelRepeated Measures 。接著填上獨變項 (emotion和 freq) 及其 Numbers of Levels ( 各為 2和 3) ,最後按下 Define 。
Tests of Within-Subjects Effects
Measure: MEASURE_1
228216.305 1 228216.305 4.859 .044 .245 4.859 .541228216.305 1.000 228216.305 4.859 .044 .245 4.859 .541228216.305 1.000 228216.305 4.859 .044 .245 4.859 .541228216.305 1.000 228216.305 4.859 .044 .245 4.859 .541704448.849 15 46963.257704448.849 15.000 46963.257704448.849 15.000 46963.257704448.849 15.000 46963.257338832.985 2 169416.492 16.047 .000 .517 32.094 .999338832.985 1.484 228397.636 16.047 .000 .517 23.806 .993338832.985 1.608 210698.994 16.047 .000 .517 25.806 .995338832.985 1.000 338832.985 16.047 .001 .517 16.047 .962316720.879 30 10557.363316720.879 22.253 14232.833316720.879 24.122 13129.924316720.879 15.000 21114.725315878.055 2 157939.028 9.823 .001 .396 19.646 .972315878.055 1.728 182796.186 9.823 .001 .396 16.975 .954315878.055 1.933 163452.643 9.823 .001 .396 18.984 .969315878.055 1.000 315878.055 9.823 .007 .396 9.823 .834482342.916 30 16078.097482342.916 25.921 18608.541482342.916 28.988 16639.380482342.916 15.000 32156.194
Sphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-boundSphericity AssumedGreenhouse-GeisserHuynh-FeldtLower-bound
SourceEMOTION
Error(EMOTION)
FREQ
Error(FREQ)
EMOTION * FREQ
Error(EMOTION*FREQ)
Type III Sumof Squares df Mean Square F Sig.
Partial EtaSquared
Noncent.ParameterObserved Powera
Computed using alpha = .05a.
Significant interaction simple (main) effect
4. EMOTION * FREQ
Measure: MEASURE_1
736.877 44.531 641.962 831.792761.976 45.518 664.958 858.995730.589 50.559 622.825 838.353484.250 11.098 460.596 507.904700.819 45.339 604.182 797.456751.831 38.230 670.346 833.316
FREQ123123
EMOTION1
2
Mean Std. Error Lower Bound Upper Bound95% Confidence Interval
Emotion = 1: Freq 1 vs. 2 vs. 3Emotion = 2: Freq 1 vs. 2 vs. 3
Freq = 1: Emo 1 vs. 2Freq = 2: Emo 1 vs. 2Freq = 3: Emo 1 vs. 2
freq
高 中 低
Emotion 正向 正向 / 高 正向 / 中 正向 / 低
負向 負向 / 高 負向 / 中 負向 / 低
Factorial matrixCompare withalpha = .05 / #of comparisone.g., in this case,alpha = .025
freq
高 中 低
Emotion 正向 正向 / 高 正向 / 中 正向 / 低
負向 負向 / 高 負向 / 中 負向 / 低
如果剛剛的比較有顯著(如當 emotion= 正向時, freq=高中低至少會有一個不同於其他),就需要更進一步,兩兩比較(高低、高中、低中), alpha = .025/3 = .008
freq
高 中 低
Emotion 正向 正向 / 高 正向 / 中 正向 / 低
負向 負向 / 高 負向 / 中 負向 / 低
Factorial matrix
Compare withalpha = .05 / #of comparisone.g., in this case,alpha = .016