151
Within-Subjects Factors Measure: MEASURE_1 factor1 Dependent Variable 1 X1 2 X2 3 X3 4 X4 5 X5 Descriptive Statistics test1 Mean Std. Deviation N test2 test3 22.90 4.677 10 test4 21.30 5.498 10 test5 9.30 3.199 10 5.80 3.225 10 7.10 4.012 10 Multivariate Testsa Effect Value F Hypoth Error df Sig. Partial Eta 104.990b esis df 6.000 .000 Squared facto Pillai's Trace .986 104.990b 4.000 6.000 .000 r1 Wilks' Lambda .014 104.990b 4.000 6.000 .000 .986 4.000 .986 Hotelling's Trace 69.994 .986 Roy's Largest 69.994 104.990b 4.000 6.000 .000 .986 Root a. Design: Intercept Within Subjects Design: factor1 b. Exact statistic 152
Tests of Within-Subjects Effects Measure: MEASURE_1 Type I Sum Mean Partial Eta of Squares Source df Square F Sig. Squared factor1 Sphericity 2668.480 4 667.120 76.897 .000 .895 Assumed Greenhouse- 2668.480 2.347 1137.107 76.897 .000 .895 Geisser Huynh-Feldt 2668.480 3.227 827.032 76.897 .000 .895 Lower-bound 2668.480 1.000 2668.480 76.897 .000 .895 Error(fa Sphericity ctor1) Assumed 312.320 36 8.676 Greenhouse- Geisser 312.320 21.121 14.787 Huynh-Feldt Lower-bound 312.320 29.039 10.755 312.320 9.000 34.702 Tests of Within-Subjects Contrasts Measure: MEASURE_1 Type I Sum Mean Partial Eta of Squares Source factor1 df Square F Sig. Squared factor1 Linear 2218.410 1 146.064 1 2218.410 234.092 .000 .963 Quadratic 231.040 1 Cubic 72.966 1 146.064 13.107 .006 .593 Order 4 85.290 9 Error(fa Linear 100.293 9 231.040 32.612 .000 .784 ctor1) Quadratic 63.760 9 Cubic 62.977 9 72.966 10.427 .010 .537 Order 4 9.477 11.144 7.084 6.997 153
Tests of Between-Subjects Effects Measure: MEASURE_1 Transformed Variable: Average Source Type I Sum df Mean F Sig. Partial Eta of Squares Square .000 Squared Intercept 8817.920 1 8817.920 162.866 .948 Error 487.280 9 54.142 ຌາບາົ ໄ າໄ ໂີ ຈຓ າແຘໄ ຉາຉະຖາຄ ນໄ ຼຄທາຓຏຌັ ຎໄ ຽຌ SS DF MS F sig 76.897* 0.00 Between subject 487.28 9 54.142 Within subject 2668.48 4 667.12 Within cell 312.32 36 8.676 ຏຌົ ຎາກຈົ ທໄ າແນ ໄ າ sig < 0.05 ຈໄ ຄັ ຌຌັ ໄ ຄຉບ ຄຈົ ຘບຍຎັຌຖາງໄ ູຉໄ 154
ກຈົ ຎຓ continue and OK Pairwise Comparisons Measure: MEASURE_1 Mean 95% Confidence Interval Difference for Differenceb (I) (I-J) Std. Sig.b Lower Upper factor1 (J) factor1 Error .440 Bound Bound 12 1.600 1.979 .000 13.600* 1.267 .000 -2.876 6.076 3 17.100* 1.345 .000 4 15.800* 1.459 .440 10.735 16.465 5 1.979 .000 21 -1.600 1.247 .000 14.057 20.143 3 12.000* 1.088 .000 4 15.500* 1.645 .000 12.499 19.101 5 14.200* 1.267 .000 31 -13.600* 1.247 .001 -6.076 2.876 2 -12.000* .734 .075 4 3.500* 1.093 .000 9.179 14.821 5 1.345 .000 41 2.200 1.088 .001 13.039 17.961 2 -17.100* .734 .158 3 -15.500* .844 .000 10.478 17.922 5 -3.500* 1.459 .000 51 1.645 .075 -16.465 -10.735 2 -1.300 1.093 .158 3 -15.800* .844 -14.821 -9.179 4 -14.200* 1.839 5.161 -2.200 -.273 4.673 1.300 -20.143 -14.057 -17.961 -13.039 -5.161 -1.839 -3.209 .609 -19.101 -12.499 -17.922 -10.478 -4.673 .273 -.609 3.209 Based on estimated marginal means *. The mean difference is significant at the .05 level. 155
b. Adjustment for multiple comparisons: Least Significant Difference (equivalent to no adjustments). Multivariate Tests Hypoth Partial Eta Squared Pillai's trace Value F esis df Error df Sig. Wilks' lambda .986 4.000 6.000 .000 .986 Hotelling's .014 104.990a 4.000 6.000 .000 .986 trace 104.990a .000 Roy's largest .986 root 69.994 104.990a 4.000 6.000 .000 .986 69.994 104.990a 4.000 6.000 Each F tests the multivariate effect of factor1. These tests are based on the linearly independent pairwise comparisons among the estimated marginal means. a. Exact statistic ຏຌົ ກາຌຎຽຍຽຍທາຓຉກຉໄ າຄໄ າຘະຖໄ ງຎັຌຖາງໄ ູຑຍົ ທໄ າ ໄ ູຂບຄກາຌທຈັ ຆາ ໄ ບໄ ີ (1 ຖະ 2) , (3 ຖະ 5), (4 ຖະ 5) ຓີ ໄ າຘະຖໄ ງຍໄ ຉກຉໄ າຄກຌັ ຌບກາກຌຌັ ຉກຉໄ າຄກຌັ ດໄ າຄຓີ ທາຓຘາຌັ າຄຘະຊຉິ ິ ໄ ຖີ ະຈຍັ α = 0.01 ຘະນຍຼ : າກຏຌົ ໂຈປ ຍັ ຆໄ ທຄ baseline period ຖະ treatment period ແນຏ ຌົ ຉກຉໄ າຄກຌັ ໄ ຄຘະນຼຍ ໂຈທ ໄ າ ຉທົ ຎໄ ຽຌຈົ ຖບຄ (ຆຈໄ ບຄຈຌົ ຉ)ີ ຓຏີ ຌົ ຉໄ ຉທົ ຎໄ ຽຌໄ ີ ປາົ ຘກຶ ຘາ (ຏຌົ ກາຌຘຄັ ກຈ) 156
ຍຈົ ໄ ີ 14 ກາຌຈັ ກາຌກຍັ ຉາຉະຖາຄ output ແຌ SPSS 14.1 ກາຌຈັ ກາຌກຍັ ຉາຉະຖາຄໄ ທີ ິ າະໂຈ 1. ກາຌເກຎີ (copy): ຉາຉະຖາຄກໃຉາຉະຖາຄຘາຓາຈ ກບຍຎໂີ ຎທາຄແຘໄ Word ຖະ excel ຘໄ ທຌຖະຍຍົ ຘຌັ ຘະຈຄກບຍໂຎໂຈ ຉໄ ຎໄ ຽຌຎຄຍໄໂຈ 2. ຉາຉະຖາຄຉໄ າຄໃຘາຓາຈຉຈັ ຎຄໂຈ າ excel 3. ຍຌັ ນາຊາ ຉາຉະຖາຄງາທະຉບ ຄຈຈັ ຎຄກໄ ບຌໄ ຄກບຍຎີ ຉທົ ດໄ າຄ: Mauchly's Test of Sphericitya Measure: MEASURE_1 Within Subjects Mauchly's Approx. Chi- df Greenhouse- Epsilonb Effect W Square 9 Sig. Geisser Huynh- Feldt factor1 .167 13.268 .160 .587 .807 Tests the null hypothesis that the error covariance matrix of the orthonormalized transformed depen variables is proportional to an identity matrix. a. Design: Intercept Within Subjects Design: factor1 b. May be used to adjust the degrees of freedom for the averaged tests of significance. Corrected te displayed in the Tests of Within-Subjects Effects table. ນຌັ ທໄ າຉາຉະຖາຄນບຼ ຂະໜາຈຂບຄງ ໄ ຄຉບ ຄຈຈັ ຎຄກໄ ບຌໄ ຄກບຍ ກກິ ຂທາແຘໄ ຖທ ຖບກຉາຓປູຍ 157
14.2 ກາຌຉຈັ ຎຄຉາຉະຖາຄ ໜາ ຉໄ າຄແໝໄ ະຎະກຈົ ຂຌ ຆໄ ຄປາົ ຘາຓາຈຈຈັ ຎຄໂຈ ນຄຼັ ຎຄຖທ ກຈົ ຒໄ າງຖະ ຖຈົ ປາົ ະໂຈປ ຍັ ເຉໄ ີ ປາົ ຎຄ ຖທ າກຌຌັ ກກບຍຉາຓໄ ຉີ ບ ຄກາຌ Mauchly's Test of Sphericitya Measure: MEASURE_1 Epsilonb Within Approx. Greenho Subjects Effect Mauchl Chi- use- Huynh- Lower- y's W Square df Sig. Geisser Feldt bound factor1 .167 13.268 9 .160 .587 .807 .250 Tests the null hypothesis that the error covariance matrix of the orthonormalized transformed dependent variables is proportional to an identity matrix. a. Design: Intercept Within Subjects Design: factor1 b. May be used to adjust the degrees of freedom for the averaged tests of significance. Corrected tests are displayed in the Tests of Within-Subjects Effects table. ປາົ ກະໂຈຂ ຓ ຌຍົ ຊທ ຌຉາຓຉບ ຄກາຌ 158
ຍຈົ ໄ ີ 15 ກາຌທິ າະຂຓ ຌຌາຂາົ ຓາແຌປູຍຉາຉະຖາຄ 15.1 ກາຌຌາບາົ ຂຓ ຌຓາາກ excel ທິ ກີ າຌ ຑໄ ບແນຘ ະຈທກແນ ຈັ ຂຓ ຌ excel ໄ ຉີ ບ ຄກາຌທິ າະໂທດ ໄ ູ Desktop ຖທ ຎະຉຍິ ຈັ ຈໄ ຄັ ຌີ ຎີຈເຎກຓ SPSS ຉທົ ດໄ າຄບກະຘາຌໄ ດີ ໄ ູ Desktop ຓໄ ຌແຘໄ ຆໄ 3gggg ຖທ ຖບກ 3gggg ໄ ີ ປາົ ຉບ ຄກາຌຖທ ກຈົ ເບຑໄ ຌີ 159
ະໂຈຂ ຓ ຌໄ ຉີ ບ ຄກາຌ ຉໄ ຉບ ຄໂຎຎັຍຂຓ ຌດໄ ູຆໄ ບຄ 160
ຎັຍຂຓ ຌແນ ຈໄ ຄັ ປູຍຉາ ຄຖໄ ຓຖທ ໄ ຄທິ າະຉາຓໄ ຉີ ບ ຄກາຌ 161
ນຼຄັ າກທິ າະຖທ ກຘະນຼຍຏຌົ ຂບຄກາຌທິ າະຉາຓຈຎະຘຄົ ຂບຄກາຌທໂິ 162
ບກະຘາຌບາ ຄບຄີ ຘະຊຉິ ຑິ ຌ ຊາຌຘາຖຍັ ກາຌທໂິ ປຽຍປຽຄເຈງ ບາາຌ ຈຄ ບຄຘຄີ ຘກົ ປຽຌ 2016-2017 ຘະຊຉິ ທິ ິ າະຘາຖຍັ ກາຌທໂິ າຄຘຄັ ຓົ ຘາຈ ຖະ ຑຈຶ ຉກິ າຘາຈ ກັ ຌກິ າຌແຆເ ຎກຓ LISREL ປບຄຘາຈຘະຈາາຌ ຈຕ ຘຑະຓາຈ ບຄັ ຘເຆຈ ປບຄຘາຈຘະຈາາຌ ຈຕ ຘຓົ ຊະທຌີ ທິ ຈິ ທຌັ ຌາ ຈຕ ຕຈັ ຘະຌກີ ຌ ຑຌີ ເງຑາຌທຈັ ຑຓີ ຄັ ໄ ີ 2 ຑຘ 2552 ຘະຊຉິ ຎິ ະງກ ຘາຖຍັ ກາຌທໂິ າຄຘຄັ ຓົ ຘາຈ ຏຘ.ຈຕ ທາເຕ ຑຄຘະນທຈັ ຑຓີ 2553 ຘະຊຉິ ຑິ ຌ ຊາຌຑບ ຓຉທົ ດໄ າຄກາຌທິ າະຈທ ງເຎກຓ SPSS ຖະ SAS ປຘ. ຆຈັ ຘະທາຌ ປບຄຎະຑຌັ ຓະນາທິ ະງາໂຖຂບຌກໄ ຌ ຘະຊຉິ ທິ ິ າະຑໄ ບກາຌທໂິ Statistical Analysis for research ຘ. ຍຌາ ກຈິ ະຎີຈາຍຖຘິ ຈ ຘ. ຑາກທຆິ າຘຘຶ າຘາຈ ະຌະຘຄັ ຓົ ຘາຈ ຖະ ຓະຌຈຘາຈ ຓະນາທິ ະງາໂຖຓະນຈິ ຌົ http//www.google.com 163
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